From 0be80aeddbc76aace6c5061b3f2b9f2b5c38bb44 Mon Sep 17 00:00:00 2001 From: Len Dierickx Date: Wed, 29 May 2019 20:43:47 +0200 Subject: [PATCH] Update docs and paths --- README.md | 2 +- docs.json | 1314 ++++++++++++++++---------------- docs/Matrix.html | 353 +++++---- docs/global.html | 4 +- docs/index.html | 6 +- docs/matrix.js.html | 180 ++--- docs/util_concat.js.html | 4 +- docs/util_dot.js.html | 4 +- docs/util_generate.js.html | 4 +- docs/util_identity.js.html | 4 +- docs/util_round.js.html | 4 +- docs/util_transpose.js.html | 4 +- lib/@astuanax/funmatrix.js | 176 ++--- lib/@astuanax/funmatrix.min.js | 4 +- package.json | 2 +- src/matrix.js | 176 ++--- 16 files changed, 1175 insertions(+), 1066 deletions(-) diff --git a/README.md b/README.md index d8dee68..7f414b8 100755 --- a/README.md +++ b/README.md @@ -9,7 +9,7 @@ The documentation is done using jsdocs and can be found in the /docs folder or a ## Install funmatrix.js -```$ npm install @astuanax/funmatrix.js --save``` +```$ npm install @astuanax/funmatrix --save``` ## Example diff --git a/docs.json b/docs.json index 2d00334..bc9afe2 100644 --- a/docs.json +++ b/docs.json @@ -3,7 +3,7 @@ "comment": "/**\n * @class Matrix\n * @classdesc Matrix applicative providing standard matrix operations\n * @summary The Matrix class should not be instantiated with the new keyword. Instead use the Matrix.of syntax to create a new Matrix. Unfortunatly jsdocs does not allow for the constructor to be hidden.\n * @hidecontructor\n * @see of\n * @example\n *\n * const m = Matrix.of([[1,2],[2,3],[4,5]])\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 12, + "lineno": 15, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -32,11 +32,11 @@ "comment": "", "meta": { "range": [ - 745, - 793 + 875, + 923 ], "filename": "matrix.js", - "lineno": 23, + "lineno": 26, "columnno": 4, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -59,11 +59,11 @@ "comment": "", "meta": { "range": [ - 773, - 791 + 903, + 921 ], "filename": "matrix.js", - "lineno": 24, + "lineno": 27, "columnno": 2, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -81,18 +81,114 @@ "scope": "global" }, { - "comment": "/**\n * @memberOf Matrix\n * @property {string} type\n * @type {string}\n * @example\n *\n * const m = Matrix.of([[1,2],[2,3],[4,5]])\n * m.type === 'Matrix'\n */", + "comment": "/**\n * @memberOf Matrix\n * @static\n * @function Matrix.of\n * @desc Creates a Matrix object and flattens the Matrix\n * @param val {array|function} An array of arrays\n * @returns {Matrix}\n * @example\n *\n * const m = Matrix.of([[1,2],[2,3],[4,5]])\n *\n */", + "meta": { + "filename": "matrix.js", + "lineno": 30, + "columnno": 0, + "path": "/Volumes/BigOne/github/funMatrix/src", + "code": {} + }, + "memberof": "Matrix", + "scope": "static", + "kind": "function", + "name": "of", + "description": "Creates a Matrix object and flattens the Matrix", + "params": [ + { + "type": { + "names": [ + "array", + "function" + ] + }, + "description": "An array of arrays", + "name": "val" + } + ], + "returns": [ + { + "type": { + "names": [ + "Matrix" + ] + } + } + ], + "examples": [ + "const m = Matrix.of([[1,2],[2,3],[4,5]])" + ], + "longname": "Matrix.of" + }, + { + "comment": "", "meta": { "range": [ - 951, - 983 + 1178, + 1348 ], "filename": "matrix.js", - "lineno": 36, + "lineno": 42, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { "id": "astnode100000055", + "name": "Matrix.of", + "type": "FunctionExpression", + "paramnames": [ + "val" + ] + }, + "vars": { + "this.__value": "Matrix.of#__value" + } + }, + "undocumented": true, + "name": "of", + "longname": "Matrix.of", + "kind": "function", + "memberof": "Matrix", + "scope": "static" + }, + { + "comment": "", + "meta": { + "range": [ + 1283, + 1301 + ], + "filename": "matrix.js", + "lineno": 45, + "columnno": 4, + "path": "/Volumes/BigOne/github/funMatrix/src", + "code": { + "id": "astnode100000074", + "name": "this.__value", + "type": "Identifier", + "value": "val", + "paramnames": [] + } + }, + "undocumented": true, + "name": "__value", + "longname": "Matrix.of#__value", + "kind": "member", + "memberof": "Matrix.of", + "scope": "instance" + }, + { + "comment": "/**\n * @memberOf Matrix\n * @property {string} type\n * @type {string}\n * @example\n *\n * const m = Matrix.of([[1,2],[2,3],[4,5]])\n * m.type === 'Matrix'\n */", + "meta": { + "range": [ + 1506, + 1538 + ], + "filename": "matrix.js", + "lineno": 60, + "columnno": 0, + "path": "/Volumes/BigOne/github/funMatrix/src", + "code": { + "id": "astnode100000086", "name": "Matrix.prototype.type", "type": "Literal", "value": "Matrix", @@ -127,15 +223,15 @@ "comment": "/**\n * @memberOf Matrix\n * @property {number} precision\n * @type {number}\n * @example\n *\n * const m = Matrix.of([[1,2],[2,3],[4,5]])\n * m.precision === 4\n */", "meta": { "range": [ - 1144, - 1174 + 1699, + 1729 ], "filename": "matrix.js", - "lineno": 47, + "lineno": 71, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { - "id": "astnode100000063", + "id": "astnode100000094", "name": "Matrix.prototype.precision", "type": "Literal", "value": 4, @@ -167,10 +263,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member setPrecision\n * @param precision {number} Set the number of decimals for rounding\n * @example\n *\n * const m = Matrix.of([[1,2],[2,3],[4,5]])\n * m.setPrecision(10)\n * m.precision === 10\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#setPrecision\n * @param precision {number} Set the number of decimals for rounding\n * @example\n *\n * const m = Matrix.of([[1,2],[2,3],[4,5]])\n * m.setPrecision(10)\n * m.precision === 10\n */", "meta": { "filename": "matrix.js", - "lineno": 49, + "lineno": 73, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -199,15 +295,15 @@ "comment": "", "meta": { "range": [ - 1414, - 1499 + 1976, + 2061 ], "filename": "matrix.js", - "lineno": 60, + "lineno": 84, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { - "id": "astnode100000071", + "id": "astnode100000102", "name": "Matrix.prototype.setPrecision", "type": "FunctionExpression", "paramnames": [ @@ -229,15 +325,15 @@ "comment": "", "meta": { "range": [ - 1471, - 1497 + 2033, + 2059 ], "filename": "matrix.js", - "lineno": 61, + "lineno": 85, "columnno": 2, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { - "id": "astnode100000081", + "id": "astnode100000112", "name": "this.precision", "type": "Identifier", "value": "precision", @@ -255,7 +351,7 @@ "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member isSymmetric\n * @returns {boolean}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * true === A.isSymmetric()\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 64, + "lineno": 88, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -282,15 +378,15 @@ "comment": "", "meta": { "range": [ - 1674, - 1810 + 2236, + 2372 ], "filename": "matrix.js", - "lineno": 75, + "lineno": 99, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { - "id": "astnode100000087", + "id": "astnode100000118", "name": "Matrix.prototype.isSymmetric", "type": "FunctionExpression", "paramnames": [] @@ -311,15 +407,15 @@ "comment": "", "meta": { "range": [ - 1727, - 1743 + 2289, + 2305 ], "filename": "matrix.js", - "lineno": 76, + "lineno": 100, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { - "id": "astnode100000096", + "id": "astnode100000127", "name": "a", "type": "MemberExpression", "value": "this.__value" @@ -337,15 +433,15 @@ "comment": "", "meta": { "range": [ - 1752, - 1786 + 2314, + 2348 ], "filename": "matrix.js", - "lineno": 77, + "lineno": 101, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { - "id": "astnode100000102", + "id": "astnode100000133", "name": "b", "type": "MemberExpression", "value": ".__value" @@ -360,10 +456,10 @@ "params": [] }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member isSquare\n * @desc Boolean indicating whether this contains a square Matrix\n * @returns {boolean}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * true === A.isSquare()\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#isSquare\n * @desc Boolean indicating whether this contains a square Matrix\n * @returns {boolean}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * true === A.isSquare()\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 81, + "lineno": 105, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -391,15 +487,15 @@ "comment": "", "meta": { "range": [ - 2045, - 2136 + 2614, + 2705 ], "filename": "matrix.js", - "lineno": 93, + "lineno": 117, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { - "id": "astnode100000117", + "id": "astnode100000148", "name": "Matrix.prototype.isSquare", "type": "FunctionExpression", "paramnames": [] @@ -413,10 +509,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member isOrthogonal\n * @param M {Matrix|array}\n * @returns {boolean}\n * @example\n *\n * const result = [[-0.3092, -0.9510], [-0.9510, 0.3092]]\n * const A = Matrix.fromArray(result)\n * true === A.isOrthogonal()\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#isOrthogonal\n * @param M {Matrix|array}\n * @returns {boolean}\n * @example\n *\n * const result = [[-0.3092, -0.9510], [-0.9510, 0.3092]]\n * const A = Matrix.fromArray(result)\n * true === A.isOrthogonal()\n */", "meta": { "filename": "matrix.js", - "lineno": 97, + "lineno": 121, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -454,15 +550,15 @@ "comment": "", "meta": { "range": [ - 2393, - 2535 + 2969, + 3111 ], "filename": "matrix.js", - "lineno": 109, + "lineno": 133, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { - "id": "astnode100000137", + "id": "astnode100000168", "name": "Matrix.prototype.isOrthogonal", "type": "FunctionExpression", "paramnames": [] @@ -483,15 +579,15 @@ "comment": "", "meta": { "range": [ - 2447, - 2480 + 3023, + 3056 ], "filename": "matrix.js", - "lineno": 110, + "lineno": 134, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { - "id": "astnode100000146", + "id": "astnode100000177", "name": "AxAt", "type": "CallExpression", "value": "" @@ -509,15 +605,15 @@ "comment": "", "meta": { "range": [ - 2489, - 2508 + 3065, + 3084 ], "filename": "matrix.js", - "lineno": 111, + "lineno": 135, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { - "id": "astnode100000157", + "id": "astnode100000188", "name": "I", "type": "CallExpression", "value": "" @@ -532,10 +628,10 @@ "params": [] }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member getCols\n * @returns {Number}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getCols() === 2\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#getCols\n * @returns {Number}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getCols() === 2\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 115, + "lineno": 139, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -562,15 +658,15 @@ "comment": "", "meta": { "range": [ - 2699, - 2773 + 3282, + 3356 ], "filename": "matrix.js", - "lineno": 126, + "lineno": 150, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { - "id": "astnode100000169", + "id": "astnode100000200", "name": "Matrix.prototype.getCols", "type": "FunctionExpression", "paramnames": [] @@ -584,10 +680,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member equals\n * @param M {Matrix|array}\n * @returns {Boolean}\n * @example\n *\n * var a = [[1, 1], [1, 1]]\n * var A = Matrix.of(a)\n * var B = Matrix.of(a)\n * true === A.equals(B)\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#equals\n * @param M {Matrix|array}\n * @returns {Boolean}\n * @example\n *\n * var a = [[1, 1], [1, 1]]\n * var A = Matrix.of(a)\n * var B = Matrix.of(a)\n * true === A.equals(B)\n */", "meta": { "filename": "matrix.js", - "lineno": 130, + "lineno": 154, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -625,15 +721,15 @@ "comment": "", "meta": { "range": [ - 2999, - 3087 + 3589, + 3677 ], "filename": "matrix.js", - "lineno": 143, + "lineno": 167, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { - "id": "astnode100000186", + "id": "astnode100000217", "name": "Matrix.prototype.equals", "type": "FunctionExpression", "paramnames": [ @@ -649,10 +745,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member getRows\n * @returns {Number}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getRows() // 2\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#getRows\n * @returns {Number}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getRows() // 2\n */", "meta": { "filename": "matrix.js", - "lineno": 147, + "lineno": 171, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -679,15 +775,15 @@ "comment": "", "meta": { "range": [ - 3247, - 3318 + 3844, + 3915 ], "filename": "matrix.js", - "lineno": 157, + "lineno": 181, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { - "id": "astnode100000207", + "id": "astnode100000238", "name": "Matrix.prototype.getRows", "type": "FunctionExpression", "paramnames": [] @@ -701,10 +797,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member getShape\n * @returns {Array}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getShape() // [2, 2]\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#getShape\n * @returns {Array}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getShape() // [2, 2]\n */", "meta": { "filename": "matrix.js", - "lineno": 161, + "lineno": 185, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -731,15 +827,15 @@ "comment": "", "meta": { "range": [ - 3484, - 3569 + 4088, + 4173 ], "filename": "matrix.js", - "lineno": 171, + "lineno": 195, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { - "id": "astnode100000222", + "id": "astnode100000253", "name": "Matrix.prototype.getShape", "type": "FunctionExpression", "paramnames": [] @@ -753,106 +849,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @static\n * @function of\n * @desc Creates a Matrix object and flattens the Matrix\n * @param val {array|function} An array of arrays\n * @returns {Matrix}\n * @example\n *\n * const m = Matrix.of([[1,2],[2,3],[4,5]])\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#map\n * @description Maps over the rows of the matrix using a map function\n * @param f {function} An iterator function\n * @returns {Matrix}\n * @example\n *\n * const m = Matrix.of([[1, 1], [1, 1]])\n * m.map(x => x.map(y => y+ 1))\n * // [[2, 2], [2, 2]]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 175, - "columnno": 0, - "path": "/Volumes/BigOne/github/funMatrix/src", - "code": {} - }, - "memberof": "Matrix", - "scope": "static", - "kind": "function", - "name": "of", - "description": "Creates a Matrix object and flattens the Matrix", - "params": [ - { - "type": { - "names": [ - "array", - "function" - ] - }, - "description": "An array of arrays", - "name": "val" - } - ], - "returns": [ - { - "type": { - "names": [ - "Matrix" - ] - } - } - ], - "examples": [ - "const m = Matrix.of([[1,2],[2,3],[4,5]])" - ], - "longname": "Matrix.of" - }, - { - "comment": "", - "meta": { - "range": [ - 3817, - 3987 - ], - "filename": "matrix.js", - "lineno": 187, - "columnno": 0, - "path": "/Volumes/BigOne/github/funMatrix/src", - "code": { - "id": "astnode100000241", - "name": "Matrix.of", - "type": "FunctionExpression", - "paramnames": [ - "val" - ] - }, - "vars": { - "this.__value": "Matrix.of#__value" - } - }, - "undocumented": true, - "name": "of", - "longname": "Matrix.of", - "kind": "function", - "memberof": "Matrix", - "scope": "static" - }, - { - "comment": "", - "meta": { - "range": [ - 3922, - 3940 - ], - "filename": "matrix.js", - "lineno": 190, - "columnno": 4, - "path": "/Volumes/BigOne/github/funMatrix/src", - "code": { - "id": "astnode100000260", - "name": "this.__value", - "type": "Identifier", - "value": "val", - "paramnames": [] - } - }, - "undocumented": true, - "name": "__value", - "longname": "Matrix.of#__value", - "kind": "member", - "memberof": "Matrix.of", - "scope": "instance" - }, - { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member map\n * @description Maps over the rows of the matrix using a map function\n * @param f {function} An iterator function\n * @returns {Matrix}\n * @example\n *\n * const m = Matrix.of([[1, 1], [1, 1]])\n * m.map(x => x.map(y => y+ 1))\n * // [[2, 2], [2, 2]]\n *\n */", - "meta": { - "filename": "matrix.js", - "lineno": 196, + "lineno": 199, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -891,11 +891,11 @@ "comment": "", "meta": { "range": [ - 4294, - 4374 + 4487, + 4567 ], "filename": "matrix.js", - "lineno": 210, + "lineno": 213, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -915,10 +915,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @static\n * @function map\n * @description Static function that maps over the rows of the matrix using a map function\n * @param f {function} An iterator function\n * @param M {Matrix|array} Matrix or array to map\n * @returns {Matrix}\n * @example\n *\n * const m = Matrix.map(x= > x.map(y => y+ 1), [[1, 1], [1, 1]])\n * // [[2, 2], [2, 2]]\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @static\n * @function Matrix.map\n * @description Static function that maps over the rows of the matrix using a map function\n * @param f {function} An iterator function\n * @param M {Matrix|array} Matrix or array to map\n * @returns {Matrix}\n * @example\n *\n * const m = Matrix.map(x= > x.map(y => y+ 1), [[1, 1], [1, 1]])\n * // [[2, 2], [2, 2]]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 214, + "lineno": 217, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -967,11 +967,11 @@ "comment": "", "meta": { "range": [ - 4744, - 4812 + 4944, + 5012 ], "filename": "matrix.js", - "lineno": 228, + "lineno": 231, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -990,10 +990,10 @@ "scope": "static" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member fold\n * @description Reduce the matrix rows using a reduce function\n * @param f {function} A reduce/fold function\n * @returns {Matrix}\n * @example\n *\n * // Flatten Matrix\n * Matrix.of([[1, 1], [1, 1]]).fold((prev, next) => prev.concat(next))\n * // [1, 1, 1, 1]\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#fold\n * @description Reduce the matrix rows using a reduce function\n * @param f {function} A reduce/fold function\n * @returns {Matrix}\n * @example\n *\n * // Flatten Matrix\n * Matrix.of([[1, 1], [1, 1]]).fold((prev, next) => prev.concat(next))\n * // [1, 1, 1, 1]\n */", "meta": { "filename": "matrix.js", - "lineno": 232, + "lineno": 235, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -1032,11 +1032,11 @@ "comment": "", "meta": { "range": [ - 5127, - 5213 + 5334, + 5420 ], "filename": "matrix.js", - "lineno": 245, + "lineno": 248, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -1056,10 +1056,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @static\n * @function fold\n * @description Static function to reduce the matrix rows using a reduce function\n * @param f {function} A reduce/fold function\n * @param M {Matrix} The Matrix to reduce\n * @returns {Matrix}\n * @example\n\n * // Sum of all matrix values\n * const reducer = (prev, next) => Number(prev) + next.reduce((acc, x) => acc + x, 0)\n * const A = Matrix.of([[1, 1], [1, 1]]\n * Matrix.fold(reducer, A)\n * // 4\n */", + "comment": "/**\n * @memberOf Matrix\n * @static\n * @function Matrix.fold\n * @description Static function to reduce the matrix rows using a reduce function\n * @param f {function} A reduce/fold function\n * @param M {Matrix} The Matrix to reduce\n * @returns {Matrix}\n * @example\n\n * // Sum of all matrix values\n * const reducer = (prev, next) => Number(prev) + next.reduce((acc, x) => acc + x, 0)\n * const A = Matrix.of([[1, 1], [1, 1]]\n * Matrix.fold(reducer, A)\n * // 4\n */", "meta": { "filename": "matrix.js", - "lineno": 249, + "lineno": 252, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -1107,11 +1107,11 @@ "comment": "", "meta": { "range": [ - 5668, - 5738 + 5882, + 5952 ], "filename": "matrix.js", - "lineno": 265, + "lineno": 268, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -1130,10 +1130,10 @@ "scope": "static" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member ap\n * @description Applies a Matrix to a function\n * @param M {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const f = x => x.reduce((prev, next) => prev + next)\n * const A = Matrix.of([[1, 2, 3], [4, 5, 6], [7, 8, 9]])\n * Matrix.of(f).ap(M)\n * // [[6], [15], [24]\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#ap\n * @description Applies a Matrix to a function\n * @param M {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const f = x => x.reduce((prev, next) => prev + next)\n * const A = Matrix.of([[1, 2, 3], [4, 5, 6], [7, 8, 9]])\n * Matrix.of(f).ap(M)\n * // [[6], [15], [24]\n */", "meta": { "filename": "matrix.js", - "lineno": 269, + "lineno": 272, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -1171,11 +1171,11 @@ "comment": "", "meta": { "range": [ - 6058, - 6136 + 6279, + 6357 ], "filename": "matrix.js", - "lineno": 283, + "lineno": 286, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -1195,10 +1195,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @static\n * @function ap\n * @description Applies a Matrix to a function\n * @param f {function}\n * @param M {Matrix|array}\n * @returns {Matrix}\n * @example\n *\n * const f = x => x.reduce((prev, next) => prev + next)\n * Matrix.ap(f, [[1, 2, 3], [4, 5, 6], [7, 8, 9]])\n * // [[6], [15], [24]\n */", + "comment": "/**\n * @memberOf Matrix\n * @static\n * @function Matrix.ap\n * @description Applies a Matrix to a function\n * @param f {function}\n * @param M {Matrix|array}\n * @returns {Matrix}\n * @example\n *\n * const f = x => x.reduce((prev, next) => prev + next)\n * Matrix.ap(f, [[1, 2, 3], [4, 5, 6], [7, 8, 9]])\n * // [[6], [15], [24]\n */", "meta": { "filename": "matrix.js", - "lineno": 287, + "lineno": 290, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -1245,11 +1245,11 @@ "comment": "", "meta": { "range": [ - 6456, - 6522 + 6684, + 6750 ], "filename": "matrix.js", - "lineno": 301, + "lineno": 304, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -1268,10 +1268,10 @@ "scope": "static" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member concat\n * @description Concatenates 2 Matrices using a function as operator\n * @param M {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const a = [[0, 1, 1], [2, 3, 4]]\n * const b = [[2, 2, 2], [3, 3, 3]]\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n * const M = A.concat(B)\n * // [[0, 1, 1, 2, 2, 2], [2, 3, 4, 3, 3, 3]]\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#concat\n * @description Concatenates 2 Matrices using a function as operator\n * @param M {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const a = [[0, 1, 1], [2, 3, 4]]\n * const b = [[2, 2, 2], [3, 3, 3]]\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n * const M = A.concat(B)\n * // [[0, 1, 1, 2, 2, 2], [2, 3, 4, 3, 3, 3]]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 305, + "lineno": 308, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -1309,11 +1309,11 @@ "comment": "", "meta": { "range": [ - 6908, - 6997 + 7143, + 7232 ], "filename": "matrix.js", - "lineno": 322, + "lineno": 325, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -1334,10 +1334,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @static\n * @function concat\n * @description Concatenates 2 Matrices using a function as operator\n * @param A {Matrix}\n * @param B {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const a = [[0, 1, 1], [2, 3, 4]]\n * const b = [[2, 2, 2], [3, 3, 3]]\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n * const M = Matrix.concat(A, B)\n * // [[0, 1, 1, 2, 2, 2], [2, 3, 4, 3, 3, 3]]\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @static\n * @function Matrix.concat\n * @description Concatenates 2 Matrices using a function as operator\n * @param A {Matrix}\n * @param B {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const a = [[0, 1, 1], [2, 3, 4]]\n * const b = [[2, 2, 2], [3, 3, 3]]\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n * const M = Matrix.concat(A, B)\n * // [[0, 1, 1, 2, 2, 2], [2, 3, 4, 3, 3, 3]]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 326, + "lineno": 329, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -1383,11 +1383,11 @@ "comment": "", "meta": { "range": [ - 7412, - 7498 + 7654, + 7740 ], "filename": "matrix.js", - "lineno": 344, + "lineno": 347, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -1406,10 +1406,10 @@ "scope": "static" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member empty\n * @description Return an empty Matrix from an existing Matrix\n * @returns {Matrix}\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#empty\n * @description Return an empty Matrix from an existing Matrix\n * @returns {Matrix}\n */", "meta": { "filename": "matrix.js", - "lineno": 348, + "lineno": 351, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -1434,11 +1434,11 @@ "comment": "", "meta": { "range": [ - 7642, - 7718 + 7891, + 7967 ], "filename": "matrix.js", - "lineno": 355, + "lineno": 358, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -1456,10 +1456,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @static\n * @function empty\n * @description Return an empty Matrix from an existing Matrix\n * @param rows {number}\n * @param cols {number}\n * @returns {Matrix}\n */", + "comment": "/**\n * @memberOf Matrix\n * @static\n * @function Matrix.empty\n * @description Return an empty Matrix from an existing Matrix\n * @param rows {number}\n * @param cols {number}\n * @returns {Matrix}\n */", "meta": { "filename": "matrix.js", - "lineno": 359, + "lineno": 362, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -1502,11 +1502,11 @@ "comment": "", "meta": { "range": [ - 7910, - 8106 + 8166, + 8362 ], "filename": "matrix.js", - "lineno": 368, + "lineno": 371, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -1528,11 +1528,11 @@ "comment": "", "meta": { "range": [ - 7971, - 7995 + 8227, + 8251 ], "filename": "matrix.js", - "lineno": 369, + "lineno": 372, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -1551,10 +1551,10 @@ "params": [] }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member identity\n * @desc Returns an identity matrix\n * @returns {Matrix}\n * @example\n *\n * const a = [[1, 2, 3], [4, 5, 6]]\n * const A = Matrix.of(a)\n * const Aidentity = A.identity()\n * // [[1, 0, 0], [0, 1, 0]]\n *\n*/", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#identity\n * @desc Returns an identity matrix\n * @returns {Matrix}\n * @example\n *\n * const a = [[1, 2, 3], [4, 5, 6]]\n * const A = Matrix.of(a)\n * const Aidentity = A.identity()\n * // [[1, 0, 0], [0, 1, 0]]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 375, + "lineno": 378, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -1582,11 +1582,11 @@ "comment": "", "meta": { "range": [ - 8390, - 8471 + 8654, + 8735 ], "filename": "matrix.js", - "lineno": 389, + "lineno": 392, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -1604,10 +1604,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @static\n * @function identity\n * @desc Returns an identity matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.identity(3, 2)\n * // [[1, 0, 0], [0, 1, 0]]\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @static\n * @function Matrix.identity\n * @desc Returns an identity matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.identity(3, 2)\n * // [[1, 0, 0], [0, 1, 0]]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 393, + "lineno": 396, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -1635,11 +1635,11 @@ "comment": "", "meta": { "range": [ - 8673, - 8859 + 8944, + 9130 ], "filename": "matrix.js", - "lineno": 405, + "lineno": 408, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -1666,11 +1666,11 @@ "comment": "", "meta": { "range": [ - 8723, - 8747 + 8994, + 9018 ], "filename": "matrix.js", - "lineno": 406, + "lineno": 409, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -1689,10 +1689,10 @@ "params": [] }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member combine\n * @see Matrix.concat\n * @param M\n * @returns {Matrix}\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#combine\n * @see Matrix.concat\n * @param M\n * @returns {Matrix}\n */", "meta": { "filename": "matrix.js", - "lineno": 410, + "lineno": 413, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -1724,11 +1724,11 @@ "comment": "", "meta": { "range": [ - 8976, - 9073 + 9254, + 9351 ], "filename": "matrix.js", - "lineno": 418, + "lineno": 421, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -1748,10 +1748,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @static\n * @function combine\n * @see Matrix.concat\n * @param M\n * @returns {Matrix}\n */", + "comment": "/**\n * @memberOf Matrix\n * @static\n * @function Matrix.combine\n * @see Matrix.concat\n * @param M\n * @returns {Matrix}\n */", "meta": { "filename": "matrix.js", - "lineno": 422, + "lineno": 425, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -1783,11 +1783,11 @@ "comment": "", "meta": { "range": [ - 9190, - 9277 + 9475, + 9562 ], "filename": "matrix.js", - "lineno": 430, + "lineno": 433, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -1808,10 +1808,10 @@ "scope": "static" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member dot\n * @description Returns the dot product between 2 matrices\n * @param M\n * @param f\n * @returns {Matrix}\n * @example\n *\n * // Create matrix\n * const m = Matrix.of([[1, 2], [3, 4]])\n *\n * // Generate identity matrix\n * const I = m.identity() // [[1, 0], [0, 1]]\n *\n * if(m.dot(I).equals(m)) {\n * console.log('Dot product with identity matrix returns the same matrix')\n * }\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#dot\n * @description Returns the dot product between 2 matrices\n * @param M\n * @param f\n * @returns {Matrix}\n * @example\n *\n * // Create matrix\n * const m = Matrix.of([[1, 2], [3, 4]])\n *\n * // Generate identity matrix\n * const I = m.identity() // [[1, 0], [0, 1]]\n *\n * if(m.dot(I).equals(m)) {\n * console.log('Dot product with identity matrix returns the same matrix')\n * }\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 434, + "lineno": 437, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -1847,11 +1847,11 @@ "comment": "", "meta": { "range": [ - 9713, - 9819 + 10005, + 10111 ], "filename": "matrix.js", - "lineno": 455, + "lineno": 458, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -1871,10 +1871,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @static\n * @function dot\n * @description Returns the dot product between 2 matrices\n * @param M\n * @returns {Matrix}\n * @example\n * const a = [[1, 2, 3], [4, 5, 6]]\n * const b = [[7, 8], [9, 10], [11, 12]]\n *\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n *\n * Matrix.dot(A, B) // [[58, 64], [139, 154]]\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @static\n * @function Matrix.dot\n * @description Returns the dot product between 2 matrices\n * @param M\n * @returns {Matrix}\n * @example\n * const a = [[1, 2, 3], [4, 5, 6]]\n * const b = [[7, 8], [9, 10], [11, 12]]\n *\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n *\n * Matrix.dot(A, B) // [[58, 64], [139, 154]]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 459, + "lineno": 462, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -1907,11 +1907,11 @@ "comment": "", "meta": { "range": [ - 10165, - 10237 + 10464, + 10536 ], "filename": "matrix.js", - "lineno": 476, + "lineno": 479, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -1932,10 +1932,10 @@ "scope": "static" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member fill\n * @desc Fill up an empty matrix with the provided map function\n * @param f\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).fill(x => 42)\n * // [[42,42,42], [42,42,42], [42,42,42]]\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#fill\n * @desc Fill up an empty matrix with the provided map function\n * @param f\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).fill(x => 42)\n * // [[42,42,42], [42,42,42], [42,42,42]]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 480, + "lineno": 483, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -1968,11 +1968,11 @@ "comment": "", "meta": { "range": [ - 10520, - 10605 + 10826, + 10911 ], "filename": "matrix.js", - "lineno": 493, + "lineno": 496, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -1995,10 +1995,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member zeros\n * @desc Fill up an empty matrix with zeros\n * @returns {Matrix}\n *\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).zeros()\n * // [[0,0,0], [0,0,0], [0,0,0]]\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#zeros\n * @desc Fill up an empty matrix with zeros\n * @returns {Matrix}\n *\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).zeros()\n * // [[0,0,0], [0,0,0], [0,0,0]]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 497, + "lineno": 500, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -2026,11 +2026,11 @@ "comment": "", "meta": { "range": [ - 10845, - 10923 + 11158, + 11236 ], "filename": "matrix.js", - "lineno": 510, + "lineno": 513, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -2051,10 +2051,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @function zeros\n * @desc Fill up an empty matrix with zeros\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.zeros(3, 3)\n * // [[0,0,0], [0,0,0], [0,0,0]]\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @function Matrix.zeros\n * @desc Fill up an empty matrix with zeros\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.zeros(3, 3)\n * // [[0,0,0], [0,0,0], [0,0,0]]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 514, + "lineno": 517, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -2095,18 +2095,18 @@ "examples": [ "const A = Matrix.zeros(3, 3)\n// [[0,0,0], [0,0,0], [0,0,0]]" ], - "scope": "static", - "longname": "Matrix.zeros" + "longname": "Matrix.zeros", + "scope": "static" }, { "comment": "", "meta": { "range": [ - 11234, - 11342 + 11554, + 11662 ], "filename": "matrix.js", - "lineno": 527, + "lineno": 530, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -2134,11 +2134,11 @@ "comment": "", "meta": { "range": [ - 11281, - 11305 + 11601, + 11625 ], "filename": "matrix.js", - "lineno": 528, + "lineno": 531, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -2157,10 +2157,10 @@ "params": [] }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member ones\n * @desc Fill up an empty matrix with ones\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).ones()\n * // [[1,1,1], [1,1,1], [1,1,1]]\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#ones\n * @desc Fill up an empty matrix with ones\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).ones()\n * // [[1,1,1], [1,1,1], [1,1,1]]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 532, + "lineno": 535, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -2188,11 +2188,11 @@ "comment": "", "meta": { "range": [ - 11576, - 11653 + 11903, + 11980 ], "filename": "matrix.js", - "lineno": 544, + "lineno": 547, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -2213,10 +2213,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @function ones\n * @desc Fill up an empty matrix with ones\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.ones(1, 1)\n * // [[1,1,1], [1,1,1], [1,1,1]]\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @function Matrix.ones\n * @desc Fill up an empty matrix with ones\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.ones(1, 1)\n * // [[1,1,1], [1,1,1], [1,1,1]]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 548, + "lineno": 551, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -2257,18 +2257,18 @@ "examples": [ "const A = Matrix.ones(1, 1)\n// [[1,1,1], [1,1,1], [1,1,1]]" ], - "scope": "static", - "longname": "Matrix.ones" + "longname": "Matrix.ones", + "scope": "static" }, { "comment": "", "meta": { "range": [ - 11961, - 12068 + 12295, + 12402 ], "filename": "matrix.js", - "lineno": 561, + "lineno": 564, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -2296,11 +2296,11 @@ "comment": "", "meta": { "range": [ - 12007, - 12031 + 12341, + 12365 ], "filename": "matrix.js", - "lineno": 562, + "lineno": 565, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -2319,10 +2319,10 @@ "params": [] }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member random\n * @desc Fill up an empty matrix with random values\n * @param {function} [f = e => Math.random() * 2 - 1]\n * @returns {Matrix}\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#random\n * @desc Fill up an empty matrix with random values\n * @param {function} [f = e => Math.random() * 2 - 1]\n * @returns {Matrix}\n */", "meta": { "filename": "matrix.js", - "lineno": 566, + "lineno": 569, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -2359,11 +2359,11 @@ "comment": "", "meta": { "range": [ - 12256, - 12360 + 12597, + 12701 ], "filename": "matrix.js", - "lineno": 574, + "lineno": 577, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -2386,10 +2386,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @function random\n * @desc Fill up an empty matrix with random numbers\n * @param f {function} Function which returns random values. Default random values are between -1 and 1\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n */", + "comment": "/**\n * @memberOf Matrix\n * @function Matrix.random\n * @desc Fill up an empty matrix with random numbers\n * @param f {function} Function which returns random values. Default random values are between -1 and 1\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n */", "meta": { "filename": "matrix.js", - "lineno": 578, + "lineno": 581, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -2436,18 +2436,18 @@ } } ], - "scope": "static", - "longname": "Matrix.random" + "longname": "Matrix.random", + "scope": "static" }, { "comment": "", "meta": { "range": [ - 12701, - 12839 + 13049, + 13187 ], "filename": "matrix.js", - "lineno": 587, + "lineno": 590, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -2476,11 +2476,11 @@ "comment": "", "meta": { "range": [ - 12783, - 12807 + 13131, + 13155 ], "filename": "matrix.js", - "lineno": 588, + "lineno": 591, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -2499,10 +2499,10 @@ "params": [] }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member toArray\n * @desc Returns the array from the matrix\n * @returns {Array}\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#toArray\n * @desc Returns the array from the matrix\n * @returns {Array}\n */", "meta": { "filename": "matrix.js", - "lineno": 592, + "lineno": 595, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -2527,11 +2527,11 @@ "comment": "", "meta": { "range": [ - 12964, - 13060 + 13319, + 13415 ], "filename": "matrix.js", - "lineno": 599, + "lineno": 602, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -2552,10 +2552,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member clone\n * @desc Returns a clone of the matrix\n * @returns {Matrix}\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#clone\n * @desc Returns a clone of the matrix\n * @returns {Matrix}\n */", "meta": { "filename": "matrix.js", - "lineno": 603, + "lineno": 606, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -2580,11 +2580,11 @@ "comment": "", "meta": { "range": [ - 13180, - 13260 + 13542, + 13622 ], "filename": "matrix.js", - "lineno": 610, + "lineno": 613, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -2602,10 +2602,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member fromArray\n * @desc Returns a Matrix from an array\n * @returns {Array}\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#fromArray\n * @desc Returns a Matrix from an array\n * @returns {Array}\n */", "meta": { "filename": "matrix.js", - "lineno": 614, + "lineno": 617, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -2630,11 +2630,11 @@ "comment": "", "meta": { "range": [ - 13384, - 13479 + 13753, + 13848 ], "filename": "matrix.js", - "lineno": 621, + "lineno": 624, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -2657,10 +2657,10 @@ "scope": "static" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member transpose\n * @desc Returns a transposed Matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([-1, 2], [3, 4], [-8, 2])\n * const b = A.transpose().toArray()\n * // returns [[-1, 3,-8], [2, 4, 2]]\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#transpose\n * @desc Returns a transposed Matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([-1, 2], [3, 4], [-8, 2])\n * const b = A.transpose().toArray()\n * // returns [[-1, 3,-8], [2, 4, 2]]\n */", "meta": { "filename": "matrix.js", - "lineno": 625, + "lineno": 628, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -2688,11 +2688,11 @@ "comment": "", "meta": { "range": [ - 13740, - 13838 + 14116, + 14214 ], "filename": "matrix.js", - "lineno": 637, + "lineno": 640, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -2710,10 +2710,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @function transpose\n * @desc Returns a transposed Matrix\n * @param M {Matrix|array} A Matrix or a matrix array\n * @returns {Matrix}\n * @example\n *\n * const a = [-1, 2], [3, 4], [-8, 2]\n * const b = Matrix.transpose(a).toArray()\n * // returns [[-1, 3,-8], [2, 4, 2]]\n */", + "comment": "/**\n * @memberOf Matrix\n * @function Matrix.transpose\n * @desc Returns a transposed Matrix\n * @param M {Matrix|array} A Matrix or a matrix array\n * @returns {Matrix}\n * @example\n *\n * const a = [-1, 2], [3, 4], [-8, 2]\n * const b = Matrix.transpose(a).toArray()\n * // returns [[-1, 3,-8], [2, 4, 2]]\n */", "meta": { "filename": "matrix.js", - "lineno": 641, + "lineno": 644, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -2746,18 +2746,18 @@ "examples": [ "const a = [-1, 2], [3, 4], [-8, 2]\nconst b = Matrix.transpose(a).toArray()\n// returns [[-1, 3,-8], [2, 4, 2]]" ], - "scope": "static", - "longname": "Matrix.transpose" + "longname": "Matrix.transpose", + "scope": "static" }, { "comment": "", "meta": { "range": [ - 14137, - 14206 + 14520, + 14589 ], "filename": "matrix.js", - "lineno": 653, + "lineno": 656, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -2777,18 +2777,18 @@ "scope": "static" }, { - "comment": "/**\n * @memberOf Matrix\n * @member add\n * @instance\n * @param M {Matrix|number} Add a Matrix or a number\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.add(1) // [[6, 5]]\n * const B = Matrix.of([[5, 5]])\n * B.add(B) // [[10, 10]]\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @function Matrix.add\n * @instance\n * @param M {Matrix|number} Add a Matrix or a number\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.add(1) // [[6, 5]]\n * const B = Matrix.of([[5, 5]])\n * B.add(B) // [[10, 10]]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 657, + "lineno": 660, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} }, "memberof": "Matrix", - "kind": "member", + "kind": "function", "name": "add", - "scope": "instance", + "scope": "static", "params": [ { "type": { @@ -2813,17 +2813,17 @@ "examples": [ "const A = Matrix.of([[5, 4]])\nA.add(1) // [[6, 5]]\nconst B = Matrix.of([[5, 5]])\nB.add(B) // [[10, 10]]" ], - "longname": "Matrix#add" + "longname": "Matrix.add" }, { "comment": "", "meta": { "range": [ - 14472, - 14818 + 14864, + 15210 ], "filename": "matrix.js", - "lineno": 671, + "lineno": 674, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -2846,10 +2846,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @member subtract\n * @instance\n * @param M {Matrix|number} Subtract a Matrix or a number\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.subtract(1) // [[4, 2]]\n * const B = Matrix.of([[5, 5]])\n * B.subtract(B) // [[0, 0]]\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @member Matrix#subtract\n * @instance\n * @param M {Matrix|number} Subtract a Matrix or a number\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.subtract(1) // [[4, 2]]\n * const B = Matrix.of([[5, 5]])\n * B.subtract(B) // [[0, 0]]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 682, + "lineno": 685, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -2888,11 +2888,11 @@ "comment": "", "meta": { "range": [ - 15102, - 15458 + 15501, + 15857 ], "filename": "matrix.js", - "lineno": 696, + "lineno": 699, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -2915,10 +2915,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @member multiply\n * @instance\n * @desc Mutliply a scalar or a mtraix with a matrix. Throws an error if the multiplication is not possible.\n * @param M {Matrix|number}\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.multiply(2) // [[10, 8]]\n * const B = Matrix.of([[5, 5]])\n * B.multiply(B) // [[25, 25]]\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @member Matrix#multiply\n * @instance\n * @desc Mutliply a scalar or a mtraix with a matrix. Throws an error if the multiplication is not possible.\n * @param M {Matrix|number}\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.multiply(2) // [[10, 8]]\n * const B = Matrix.of([[5, 5]])\n * B.multiply(B) // [[25, 25]]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 707, + "lineno": 710, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -2957,11 +2957,11 @@ "comment": "", "meta": { "range": [ - 15824, - 16270 + 16230, + 16676 ], "filename": "matrix.js", - "lineno": 722, + "lineno": 725, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -2984,10 +2984,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @member additiveinverse\n * @instance\n * @desc Function that returns the matrix obtained by changing the sign of every matrix element. The additive inverse of matrix A is written –A.\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5,-5], [-4, 4]])\n * const minusA = A.additiveinverse()\n * // [[-5, 5], [4, -4]]\n */", + "comment": "/**\n * @memberOf Matrix\n * @member Matrix#additiveinverse\n * @instance\n * @desc Function that returns the matrix obtained by changing the sign of every matrix element. The additive inverse of matrix A is written –A.\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5,-5], [-4, 4]])\n * const minusA = A.additiveinverse()\n * // [[-5, 5], [4, -4]]\n */", "meta": { "filename": "matrix.js", - "lineno": 734, + "lineno": 737, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -3015,11 +3015,11 @@ "comment": "", "meta": { "range": [ - 16626, - 16714 + 17039, + 17127 ], "filename": "matrix.js", - "lineno": 746, + "lineno": 749, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3037,10 +3037,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @member hadamard\n * @instance\n * @see multiply\n * @param M\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.hadamard(2) // [[10, 8]]\n * const B = Matrix.of([[5, 5]])\n * B.hadamard(B) // [[25, 25]]\n\n */", + "comment": "/**\n * @memberOf Matrix\n * @member Matrix#hadamard\n * @instance\n * @see multiply\n * @param M\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.hadamard(2) // [[10, 8]]\n * const B = Matrix.of([[5, 5]])\n * B.hadamard(B) // [[25, 25]]\n\n */", "meta": { "filename": "matrix.js", - "lineno": 750, + "lineno": 753, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -3075,11 +3075,11 @@ "comment": "", "meta": { "range": [ - 16970, - 17051 + 17390, + 17471 ], "filename": "matrix.js", - "lineno": 765, + "lineno": 768, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3099,10 +3099,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member lu\n * @desc Calculates LU decomposition of the current Matrix\n * @returns {Matrix[]}\n * @example\n *\n * const result = [[3, -7, -2, 2], [-3, 5, 1, 0], [6, -4, 0, -5], [-9, 5, -5, 12]]\n * const A = Matrix.fromArray(result)\n * const lu = A.lu()\n * // L.__value = [ [ 1, 0, 0, 0 ], [ -1, 1, 0, 0 ], [ 2, -5, 1, 0 ], [ -3, 8, 3, 1 ] ]\n * // U.__value = [ [ 3, -7, -2, 2 ], [ 0, -2, -1, 2 ], [ 0, 0, -1, 1 ], [ 0, 0, 0, -1 ] ]\n * Matrix.dot(lu[0], lu[1]) // returns clone of A\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#lu\n * @desc Calculates LU decomposition of the current Matrix\n * @returns {Matrix[]}\n * @example\n *\n * const result = [[3, -7, -2, 2], [-3, 5, 1, 0], [6, -4, 0, -5], [-9, 5, -5, 12]]\n * const A = Matrix.fromArray(result)\n * const lu = A.lu()\n * // L.__value = [ [ 1, 0, 0, 0 ], [ -1, 1, 0, 0 ], [ 2, -5, 1, 0 ], [ -3, 8, 3, 1 ] ]\n * // U.__value = [ [ 3, -7, -2, 2 ], [ 0, -2, -1, 2 ], [ 0, 0, -1, 1 ], [ 0, 0, 0, -1 ] ]\n * Matrix.dot(lu[0], lu[1]) // returns clone of A\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 769, + "lineno": 772, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -3130,11 +3130,11 @@ "comment": "", "meta": { "range": [ - 17580, - 18217 + 18007, + 18644 ], "filename": "matrix.js", - "lineno": 785, + "lineno": 788, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3169,11 +3169,11 @@ "comment": "", "meta": { "range": [ - 17624, - 17642 + 18051, + 18069 ], "filename": "matrix.js", - "lineno": 786, + "lineno": 789, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3195,11 +3195,11 @@ "comment": "", "meta": { "range": [ - 17651, - 17661 + 18078, + 18088 ], "filename": "matrix.js", - "lineno": 787, + "lineno": 790, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3221,11 +3221,11 @@ "comment": "", "meta": { "range": [ - 17670, - 17686 + 18097, + 18113 ], "filename": "matrix.js", - "lineno": 788, + "lineno": 791, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3247,11 +3247,11 @@ "comment": "", "meta": { "range": [ - 17695, - 17711 + 18122, + 18138 ], "filename": "matrix.js", - "lineno": 789, + "lineno": 792, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3273,11 +3273,11 @@ "comment": "", "meta": { "range": [ - 17720, - 17736 + 18147, + 18163 ], "filename": "matrix.js", - "lineno": 790, + "lineno": 793, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3299,11 +3299,11 @@ "comment": "", "meta": { "range": [ - 17749, - 17754 + 18176, + 18181 ], "filename": "matrix.js", - "lineno": 792, + "lineno": 795, "columnno": 11, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3325,11 +3325,11 @@ "comment": "", "meta": { "range": [ - 17868, - 17887 + 18295, + 18314 ], "filename": "matrix.js", - "lineno": 794, + "lineno": 797, "columnno": 4, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3352,11 +3352,11 @@ "comment": "", "meta": { "range": [ - 17901, - 17910 + 18328, + 18337 ], "filename": "matrix.js", - "lineno": 795, + "lineno": 798, "columnno": 13, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3378,11 +3378,11 @@ "comment": "", "meta": { "range": [ - 17932, - 17983 + 18359, + 18410 ], "filename": "matrix.js", - "lineno": 796, + "lineno": 799, "columnno": 6, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3405,11 +3405,11 @@ "comment": "", "meta": { "range": [ - 17999, - 18008 + 18426, + 18435 ], "filename": "matrix.js", - "lineno": 797, + "lineno": 800, "columnno": 15, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3431,11 +3431,11 @@ "comment": "", "meta": { "range": [ - 18032, - 18101 + 18459, + 18528 ], "filename": "matrix.js", - "lineno": 798, + "lineno": 801, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3458,11 +3458,11 @@ "comment": "", "meta": { "range": [ - 18129, - 18134 + 18556, + 18561 ], "filename": "matrix.js", - "lineno": 801, + "lineno": 804, "columnno": 13, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3484,11 +3484,11 @@ "comment": "", "meta": { "range": [ - 18156, - 18189 + 18583, + 18616 ], "filename": "matrix.js", - "lineno": 802, + "lineno": 805, "columnno": 6, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3508,10 +3508,10 @@ "scope": "static" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member rref\n * @returns {Matrix|array}\n * @example\n *\n * var A = Matrix.of([[-1, 1], [-1, 0], [0, -1], [-1, -2]])\n * A.rref() // [ [ 1, 0 ], [ -0, 1 ], [ 0, 0 ], [ 0, 0 ] ]\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#rref\n * @returns {Matrix|array}\n * @example\n *\n * var A = Matrix.of([[-1, 1], [-1, 0], [0, -1], [-1, -2]])\n * A.rref() // [ [ 1, 0 ], [ -0, 1 ], [ 0, 0 ], [ 0, 0 ] ]\n */", "meta": { "filename": "matrix.js", - "lineno": 808, + "lineno": 811, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -3539,11 +3539,11 @@ "comment": "", "meta": { "range": [ - 18438, - 19424 + 18872, + 19858 ], "filename": "matrix.js", - "lineno": 818, + "lineno": 821, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3575,11 +3575,11 @@ "comment": "", "meta": { "range": [ - 18482, - 18490 + 18916, + 18924 ], "filename": "matrix.js", - "lineno": 819, + "lineno": 822, "columnno": 6, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3601,11 +3601,11 @@ "comment": "", "meta": { "range": [ - 18499, - 18526 + 18933, + 18960 ], "filename": "matrix.js", - "lineno": 820, + "lineno": 823, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3627,11 +3627,11 @@ "comment": "", "meta": { "range": [ - 18539, - 18544 + 18973, + 18978 ], "filename": "matrix.js", - "lineno": 822, + "lineno": 825, "columnno": 11, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3653,11 +3653,11 @@ "comment": "", "meta": { "range": [ - 18647, - 18652 + 19081, + 19086 ], "filename": "matrix.js", - "lineno": 826, + "lineno": 829, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3679,11 +3679,11 @@ "comment": "", "meta": { "range": [ - 18755, - 18760 + 19189, + 19194 ], "filename": "matrix.js", - "lineno": 830, + "lineno": 833, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3706,11 +3706,11 @@ "comment": "", "meta": { "range": [ - 18878, - 18907 + 19312, + 19341 ], "filename": "matrix.js", - "lineno": 838, + "lineno": 841, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3732,11 +3732,11 @@ "comment": "", "meta": { "range": [ - 18912, - 18961 + 19346, + 19395 ], "filename": "matrix.js", - "lineno": 839, + "lineno": 842, "columnno": 4, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3759,11 +3759,11 @@ "comment": "", "meta": { "range": [ - 18966, - 18995 + 19400, + 19429 ], "filename": "matrix.js", - "lineno": 840, + "lineno": 843, "columnno": 4, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3786,11 +3786,11 @@ "comment": "", "meta": { "range": [ - 19005, - 19040 + 19439, + 19474 ], "filename": "matrix.js", - "lineno": 842, + "lineno": 845, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3812,11 +3812,11 @@ "comment": "", "meta": { "range": [ - 19054, - 19059 + 19488, + 19493 ], "filename": "matrix.js", - "lineno": 843, + "lineno": 846, "columnno": 13, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3838,11 +3838,11 @@ "comment": "", "meta": { "range": [ - 19094, - 19127 + 19528, + 19561 ], "filename": "matrix.js", - "lineno": 844, + "lineno": 847, "columnno": 6, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3865,11 +3865,11 @@ "comment": "", "meta": { "range": [ - 19148, - 19153 + 19582, + 19587 ], "filename": "matrix.js", - "lineno": 847, + "lineno": 850, "columnno": 13, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3891,11 +3891,11 @@ "comment": "", "meta": { "range": [ - 19216, - 19251 + 19650, + 19685 ], "filename": "matrix.js", - "lineno": 849, + "lineno": 852, "columnno": 6, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3918,11 +3918,11 @@ "comment": "", "meta": { "range": [ - 19267, - 19272 + 19701, + 19706 ], "filename": "matrix.js", - "lineno": 850, + "lineno": 853, "columnno": 15, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3944,11 +3944,11 @@ "comment": "", "meta": { "range": [ - 19309, - 19371 + 19743, + 19805 ], "filename": "matrix.js", - "lineno": 851, + "lineno": 854, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -3968,10 +3968,10 @@ "scope": "static" }, { - "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member solve\n * @param b\n * @returns {Array}\n * @example\n *\n * // Solve xA = b\n * // 5x + y = 7\n * // 3x - 4y = 18\n * // Solution for x and y:\n * // x = 2\n * // y = -3\n *\n * const A = Matrix.of([[5, 1], [3, -4]])\n * const solveA = A.solve([7, 18]) // [2, -3]\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#solve\n * @param b\n * @returns {Array}\n * @example\n *\n * // Solve xA = b\n * // 5x + y = 7\n * // 3x - 4y = 18\n * // Solution for x and y:\n * // x = 2\n * // y = -3\n *\n * const A = Matrix.of([[5, 1], [3, -4]])\n * const solveA = A.solve([7, 18]) // [2, -3]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 859, + "lineno": 862, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -4003,11 +4003,11 @@ "comment": "", "meta": { "range": [ - 19734, - 20256 + 20175, + 20697 ], "filename": "matrix.js", - "lineno": 878, + "lineno": 881, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4047,11 +4047,11 @@ "comment": "", "meta": { "range": [ - 19782, - 19798 + 20223, + 20239 ], "filename": "matrix.js", - "lineno": 879, + "lineno": 882, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4073,11 +4073,11 @@ "comment": "", "meta": { "range": [ - 19807, - 19818 + 20248, + 20259 ], "filename": "matrix.js", - "lineno": 880, + "lineno": 883, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4099,11 +4099,11 @@ "comment": "", "meta": { "range": [ - 19827, - 19836 + 20268, + 20277 ], "filename": "matrix.js", - "lineno": 881, + "lineno": 884, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4125,11 +4125,11 @@ "comment": "", "meta": { "range": [ - 19845, - 19854 + 20286, + 20295 ], "filename": "matrix.js", - "lineno": 882, + "lineno": 885, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4151,11 +4151,11 @@ "comment": "", "meta": { "range": [ - 19863, - 19881 + 20304, + 20322 ], "filename": "matrix.js", - "lineno": 883, + "lineno": 886, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4177,11 +4177,11 @@ "comment": "", "meta": { "range": [ - 19888, - 19893 + 20329, + 20334 ], "filename": "matrix.js", - "lineno": 884, + "lineno": 887, "columnno": 6, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4203,11 +4203,11 @@ "comment": "", "meta": { "range": [ - 19902, - 19908 + 20343, + 20349 ], "filename": "matrix.js", - "lineno": 885, + "lineno": 888, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4229,11 +4229,11 @@ "comment": "", "meta": { "range": [ - 19917, - 19923 + 20358, + 20364 ], "filename": "matrix.js", - "lineno": 886, + "lineno": 889, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4255,11 +4255,11 @@ "comment": "", "meta": { "range": [ - 19936, - 19941 + 20377, + 20382 ], "filename": "matrix.js", - "lineno": 888, + "lineno": 891, "columnno": 11, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4281,11 +4281,11 @@ "comment": "", "meta": { "range": [ - 19970, - 19975 + 20411, + 20416 ], "filename": "matrix.js", - "lineno": 889, + "lineno": 892, "columnno": 13, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4307,11 +4307,11 @@ "comment": "", "meta": { "range": [ - 19997, - 20027 + 20438, + 20468 ], "filename": "matrix.js", - "lineno": 890, + "lineno": 893, "columnno": 6, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4334,11 +4334,11 @@ "comment": "", "meta": { "range": [ - 20038, - 20053 + 20479, + 20494 ], "filename": "matrix.js", - "lineno": 892, + "lineno": 895, "columnno": 4, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4361,11 +4361,11 @@ "comment": "", "meta": { "range": [ - 20058, - 20063 + 20499, + 20504 ], "filename": "matrix.js", - "lineno": 893, + "lineno": 896, "columnno": 4, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4388,11 +4388,11 @@ "comment": "", "meta": { "range": [ - 20079, - 20088 + 20520, + 20529 ], "filename": "matrix.js", - "lineno": 895, + "lineno": 898, "columnno": 11, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4414,11 +4414,11 @@ "comment": "", "meta": { "range": [ - 20113, - 20118 + 20554, + 20559 ], "filename": "matrix.js", - "lineno": 896, + "lineno": 899, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4440,11 +4440,11 @@ "comment": "", "meta": { "range": [ - 20132, - 20141 + 20573, + 20582 ], "filename": "matrix.js", - "lineno": 897, + "lineno": 900, "columnno": 13, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4466,11 +4466,11 @@ "comment": "", "meta": { "range": [ - 20163, - 20193 + 20604, + 20634 ], "filename": "matrix.js", - "lineno": 898, + "lineno": 901, "columnno": 6, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4493,11 +4493,11 @@ "comment": "", "meta": { "range": [ - 20204, - 20239 + 20645, + 20680 ], "filename": "matrix.js", - "lineno": 900, + "lineno": 903, "columnno": 4, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4517,10 +4517,10 @@ "scope": "static" }, { - "comment": "/**\n * @memberOf Matrix\n * @member inverse\n * @instance\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1, 1], [2, 4]]).inverse()\n * // [ [ 2, -0.5 ], [ -1, 0.5 ] ]\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @member Matrix#inverse\n * @instance\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1, 1], [2, 4]]).inverse()\n * // [ [ 2, -0.5 ], [ -1, 0.5 ] ]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 905, + "lineno": 908, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -4547,11 +4547,11 @@ "comment": "", "meta": { "range": [ - 20443, - 20752 + 20891, + 21200 ], "filename": "matrix.js", - "lineno": 916, + "lineno": 919, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4579,11 +4579,11 @@ "comment": "", "meta": { "range": [ - 20492, - 20508 + 20940, + 20956 ], "filename": "matrix.js", - "lineno": 917, + "lineno": 920, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4605,11 +4605,11 @@ "comment": "", "meta": { "range": [ - 20517, - 20533 + 20965, + 20981 ], "filename": "matrix.js", - "lineno": 918, + "lineno": 921, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4631,11 +4631,11 @@ "comment": "", "meta": { "range": [ - 20542, - 20566 + 20990, + 21014 ], "filename": "matrix.js", - "lineno": 919, + "lineno": 922, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4657,11 +4657,11 @@ "comment": "", "meta": { "range": [ - 20576, - 20723 + 21024, + 21171 ], "filename": "matrix.js", - "lineno": 921, + "lineno": 924, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4683,11 +4683,11 @@ "comment": "", "meta": { "range": [ - 20636, - 20655 + 21084, + 21103 ], "filename": "matrix.js", - "lineno": 922, + "lineno": 925, "columnno": 10, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4706,10 +4706,10 @@ "params": [] }, { - "comment": "/**\n * @memberOf Matrix\n * @member rank\n * @instance\n * @returns {Number}\n */", + "comment": "/**\n * @memberOf Matrix\n * @member Matrix#rank\n * @instance\n * @returns {Number}\n */", "meta": { "filename": "matrix.js", - "lineno": 929, + "lineno": 932, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -4733,11 +4733,11 @@ "comment": "", "meta": { "range": [ - 20832, - 21013 + 21287, + 21468 ], "filename": "matrix.js", - "lineno": 935, + "lineno": 938, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4763,11 +4763,11 @@ "comment": "", "meta": { "range": [ - 20878, - 20896 + 21333, + 21351 ], "filename": "matrix.js", - "lineno": 936, + "lineno": 939, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4789,11 +4789,11 @@ "comment": "", "meta": { "range": [ - 20903, - 20913 + 21358, + 21368 ], "filename": "matrix.js", - "lineno": 937, + "lineno": 940, "columnno": 6, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4815,11 +4815,11 @@ "comment": "", "meta": { "range": [ - 20925, - 20930 + 21380, + 21385 ], "filename": "matrix.js", - "lineno": 938, + "lineno": 941, "columnno": 11, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4841,11 +4841,11 @@ "comment": "", "meta": { "range": [ - 20963, - 20991 + 21418, + 21446 ], "filename": "matrix.js", - "lineno": 939, + "lineno": 942, "columnno": 4, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4865,10 +4865,10 @@ "scope": "inner" }, { - "comment": "/**\n * @memberOf Matrix\n * @member dimension\n * @instance\n * @see rank\n * @returns {Number}\n */", + "comment": "/**\n * @memberOf Matrix\n * @member Matrix#dimension\n * @instance\n * @see rank\n * @returns {Number}\n */", "meta": { "filename": "matrix.js", - "lineno": 944, + "lineno": 947, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -4895,11 +4895,11 @@ "comment": "", "meta": { "range": [ - 21111, - 21176 + 21573, + 21638 ], "filename": "matrix.js", - "lineno": 951, + "lineno": 954, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4917,10 +4917,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @member diag\n * @instance\n * @desc Returns an array containing the values on the diagonal\n * @returns {Array}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).diag()\n * // [1, 1, 1]\n *\n * const diag0 = Matrix.zeros(5, 5).diag()\n * // [0, 0, 0, 0, 0]\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @member Matrix#diag\n * @instance\n * @desc Returns an array containing the values on the diagonal\n * @returns {Array}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).diag()\n * // [1, 1, 1]\n *\n * const diag0 = Matrix.zeros(5, 5).diag()\n * // [0, 0, 0, 0, 0]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 955, + "lineno": 958, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -4948,11 +4948,11 @@ "comment": "", "meta": { "range": [ - 21463, - 21588 + 21932, + 22057 ], "filename": "matrix.js", - "lineno": 970, + "lineno": 973, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -4973,10 +4973,10 @@ "scope": "instance" }, { - "comment": "/**\n * @memberOf Matrix\n * @function diag\n * @desc Returns an array containing the values on the diagonal\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Array}\n * @example\n *\n * const diag1 = Matrix.diag([[2, 1], [1, 5]])\n * // [2, 5]\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @function Matrix.diag\n * @desc Returns an array containing the values on the diagonal\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Array}\n * @example\n *\n * const diag1 = Matrix.diag([[2, 1], [1, 5]])\n * // [2, 5]\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 976, + "lineno": 979, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -5009,18 +5009,18 @@ "examples": [ "const diag1 = Matrix.diag([[2, 1], [1, 5]])\n// [2, 5]" ], - "scope": "static", - "longname": "Matrix.diag" + "longname": "Matrix.diag", + "scope": "static" }, { "comment": "", "meta": { "range": [ - 21866, - 21925 + 22342, + 22401 ], "filename": "matrix.js", - "lineno": 988, + "lineno": 991, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5040,10 +5040,10 @@ "scope": "static" }, { - "comment": "/**\n * @memberOf Matrix\n * @member diagproduct\n * @instance\n * @desc Returns the product of the values on the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).diagproduct()\n * // 1\n *\n * const diag0 = Matrix.zeros(5, 5).diagproduct()\n * // 0\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @member Matrix#diagproduct\n * @instance\n * @desc Returns the product of the values on the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).diagproduct()\n * // 1\n *\n * const diag0 = Matrix.zeros(5, 5).diagproduct()\n * // 0\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 992, + "lineno": 995, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -5071,11 +5071,11 @@ "comment": "", "meta": { "range": [ - 22207, - 22341 + 22690, + 22824 ], "filename": "matrix.js", - "lineno": 1007, + "lineno": 1010, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5099,11 +5099,11 @@ "comment": "", "meta": { "range": [ - 22289, - 22302 + 22772, + 22785 ], "filename": "matrix.js", - "lineno": 1009, + "lineno": 1012, "columnno": 4, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5123,10 +5123,10 @@ "scope": "inner" }, { - "comment": "/**\n * @memberOf Matrix\n * @function diagproduct\n * @desc Returns the product of the values on the diagonal\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.diagproduct([[2, 1], [1, 5]])\n * // 10\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @function Matrix.diagproduct\n * @desc Returns the product of the values on the diagonal\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.diagproduct([[2, 1], [1, 5]])\n * // 10\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 1014, + "lineno": 1017, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -5159,18 +5159,18 @@ "examples": [ "const diag1 = Matrix.diagproduct([[2, 1], [1, 5]])\n// 10" ], - "scope": "static", - "longname": "Matrix.diagproduct" + "longname": "Matrix.diagproduct", + "scope": "static" }, { "comment": "", "meta": { "range": [ - 22625, - 22698 + 23115, + 23188 ], "filename": "matrix.js", - "lineno": 1026, + "lineno": 1029, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5190,10 +5190,10 @@ "scope": "static" }, { - "comment": "/**\n * @memberOf Matrix\n * @member sum\n * @instance\n * @desc Returns the sum of the values in the Matrix\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).sum()\n * // 9\n *\n * const diag0 = Matrix.zeros(5, 5).sum()\n * // 0\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @member Matrix#sum\n * @instance\n * @desc Returns the sum of the values in the Matrix\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).sum()\n * // 9\n *\n * const diag0 = Matrix.zeros(5, 5).sum()\n * // 0\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 1030, + "lineno": 1033, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -5221,11 +5221,11 @@ "comment": "", "meta": { "range": [ - 22950, - 23104 + 23447, + 23601 ], "filename": "matrix.js", - "lineno": 1045, + "lineno": 1048, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5249,11 +5249,11 @@ "comment": "", "meta": { "range": [ - 23019, - 23065 + 23516, + 23562 ], "filename": "matrix.js", - "lineno": 1047, + "lineno": 1050, "columnno": 4, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5273,10 +5273,10 @@ "scope": "inner" }, { - "comment": "/**\n * @memberOf Matrix\n * @function sum\n * @desc Returns the sum of the values in the Matrix\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.sum([[2, 1], [1, 5]])\n * // 9\n *\n */", + "comment": "/**\n * @memberOf Matrix\n * @function Matrix.sum\n * @desc Returns the sum of the values in the Matrix\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.sum([[2, 1], [1, 5]])\n * // 9\n *\n */", "meta": { "filename": "matrix.js", - "lineno": 1052, + "lineno": 1055, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -5309,18 +5309,18 @@ "examples": [ "const diag1 = Matrix.sum([[2, 1], [1, 5]])\n// 9" ], - "scope": "static", - "longname": "Matrix.sum" + "longname": "Matrix.sum", + "scope": "static" }, { "comment": "", "meta": { "range": [ - 23365, - 23422 + 23869, + 23926 ], "filename": "matrix.js", - "lineno": 1064, + "lineno": 1067, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5340,10 +5340,10 @@ "scope": "static" }, { - "comment": "/**\n * @memberOf Matrix\n * @member kronecker\n * @instance\n * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.\n * @param M {Matrix} The right side Matrix of the product (this ⊗ M)\n * @returns {Matrix}\n */", + "comment": "/**\n * @memberOf Matrix\n * @member Matrix#kronecker\n * @instance\n * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.\n * @param M {Matrix} The right side Matrix of the product (this ⊗ M)\n * @returns {Matrix}\n */", "meta": { "filename": "matrix.js", - "lineno": 1068, + "lineno": 1071, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -5379,11 +5379,11 @@ "comment": "", "meta": { "range": [ - 23686, - 24188 + 24197, + 24700 ], "filename": "matrix.js", - "lineno": 1076, + "lineno": 1079, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5420,11 +5420,11 @@ "comment": "", "meta": { "range": [ - 23738, - 23756 + 24249, + 24267 ], "filename": "matrix.js", - "lineno": 1077, + "lineno": 1080, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5446,11 +5446,11 @@ "comment": "", "meta": { "range": [ - 23765, - 23783 + 24276, + 24294 ], "filename": "matrix.js", - "lineno": 1078, + "lineno": 1081, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5472,11 +5472,11 @@ "comment": "", "meta": { "range": [ - 23792, - 23807 + 24303, + 24318 ], "filename": "matrix.js", - "lineno": 1079, + "lineno": 1082, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5498,11 +5498,11 @@ "comment": "", "meta": { "range": [ - 23816, - 23831 + 24327, + 24342 ], "filename": "matrix.js", - "lineno": 1080, + "lineno": 1083, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5524,11 +5524,11 @@ "comment": "", "meta": { "range": [ - 23841, - 23860 + 24352, + 24371 ], "filename": "matrix.js", - "lineno": 1082, + "lineno": 1085, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5550,11 +5550,11 @@ "comment": "", "meta": { "range": [ - 23869, - 23886 + 24380, + 24397 ], "filename": "matrix.js", - "lineno": 1083, + "lineno": 1086, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5576,11 +5576,11 @@ "comment": "", "meta": { "range": [ - 23896, - 23926 + 24407, + 24437 ], "filename": "matrix.js", - "lineno": 1085, + "lineno": 1088, "columnno": 8, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5602,11 +5602,11 @@ "comment": "", "meta": { "range": [ - 23939, - 23944 + 24450, + 24455 ], "filename": "matrix.js", - "lineno": 1087, + "lineno": 1090, "columnno": 11, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5628,11 +5628,11 @@ "comment": "", "meta": { "range": [ - 23973, - 23978 + 24484, + 24489 ], "filename": "matrix.js", - "lineno": 1088, + "lineno": 1091, "columnno": 13, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5654,11 +5654,11 @@ "comment": "", "meta": { "range": [ - 24009, - 24014 + 24520, + 24525 ], "filename": "matrix.js", - "lineno": 1089, + "lineno": 1092, "columnno": 15, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5680,11 +5680,11 @@ "comment": "", "meta": { "range": [ - 24047, - 24052 + 24558, + 24563 ], "filename": "matrix.js", - "lineno": 1090, + "lineno": 1093, "columnno": 17, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5706,11 +5706,11 @@ "comment": "", "meta": { "range": [ - 24078, - 24132 + 24589, + 24643 ], "filename": "matrix.js", - "lineno": 1091, + "lineno": 1094, "columnno": 10, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5730,10 +5730,10 @@ "scope": "static" }, { - "comment": "/**\n * @memberOf Matrix\n * @function kronecker\n * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.\n * @param A {Matrix} The left side Matrix of the product (A ⊗ B)\n * @param B {Matrix} The right side Matrix of the product (A ⊗ B)\n * @returns {Matrix}\n */", + "comment": "/**\n * @memberOf Matrix\n * @function Matrix.kronecker\n * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.\n * @param A {Matrix} The left side Matrix of the product (A ⊗ B)\n * @param B {Matrix} The right side Matrix of the product (A ⊗ B)\n * @returns {Matrix}\n */", "meta": { "filename": "matrix.js", - "lineno": 1099, + "lineno": 1103, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": {} @@ -5771,18 +5771,18 @@ } } ], - "scope": "static", - "longname": "Matrix.kronecker" + "longname": "Matrix.kronecker", + "scope": "static" }, { "comment": "", "meta": { "range": [ - 24503, - 24576 + 25022, + 25095 ], "filename": "matrix.js", - "lineno": 1107, + "lineno": 1111, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { @@ -5806,11 +5806,11 @@ "comment": "", "meta": { "range": [ - 24578, - 24599 + 25097, + 25118 ], "filename": "matrix.js", - "lineno": 1111, + "lineno": 1115, "columnno": 0, "path": "/Volumes/BigOne/github/funMatrix/src", "code": { diff --git a/docs/Matrix.html b/docs/Matrix.html index c01c8db..df49cd7 100644 --- a/docs/Matrix.html +++ b/docs/Matrix.html @@ -24,7 +24,7 @@
@@ -101,7 +101,7 @@

new MatrixSource:
@@ -167,74 +167,6 @@

Members

-
-

add

- - - - - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - -
Source:
-
- - - - - - - -
- - - - - - - -
Example
- - 
const A = Matrix.of([[5, 4]])
-A.add(1) // [[6, 5]]
-const B = Matrix.of([[5, 5]])
-B.add(B) // [[10, 10]]
- - -
- - -

additiveinverse

@@ -278,7 +210,7 @@

additi
Source:
@@ -349,7 +281,7 @@

apSource:
@@ -421,7 +353,7 @@

cloneSource:
@@ -481,7 +413,7 @@

combineSource:
@@ -552,7 +484,7 @@

concatSource:
@@ -626,7 +558,7 @@

diagSource:
@@ -699,7 +631,7 @@

diagproduc
Source:
@@ -768,7 +700,7 @@

dimensionSource:
@@ -839,7 +771,7 @@

dotSource:
@@ -916,7 +848,7 @@

emptySource:
@@ -976,7 +908,7 @@

equalsSource:
@@ -1048,7 +980,7 @@

fillSource:
@@ -1118,7 +1050,7 @@

foldSource:
@@ -1189,7 +1121,7 @@

fromArraySource:
@@ -1249,7 +1181,7 @@

getColsSource:
@@ -1315,7 +1247,7 @@

getRowsSource:
@@ -1381,7 +1313,7 @@

getShapeSource:
@@ -1447,7 +1379,7 @@

hadamardSource:
@@ -1526,7 +1458,7 @@

identitySource:
@@ -1594,7 +1526,7 @@

inverseSource:
@@ -1660,7 +1592,7 @@

isOrthogo
Source:
@@ -1731,7 +1663,7 @@

isSquareSource:
@@ -1797,7 +1729,7 @@

isSymmetri
Source:
@@ -1867,7 +1799,7 @@

kroneckerSource:
@@ -1931,7 +1863,7 @@

luSource:
@@ -2005,7 +1937,7 @@

mapSource:
@@ -2076,7 +2008,7 @@

multiplySource:
@@ -2148,7 +2080,7 @@

onesSource:
@@ -2268,7 +2200,7 @@
Properties:
Source:
@@ -2348,7 +2280,7 @@

randomSource:
@@ -2408,7 +2340,7 @@

rankSource:
@@ -2468,7 +2400,7 @@

rrefSource:
@@ -2534,7 +2466,7 @@

setPrecis
Source:
@@ -2601,7 +2533,7 @@

solveSource:
@@ -2674,7 +2606,7 @@

subtractSource:
@@ -2746,7 +2678,7 @@

sumSource:
@@ -2819,7 +2751,7 @@

toArraySource:
@@ -2883,7 +2815,7 @@

transposeSource:
@@ -3004,7 +2936,7 @@
Properties:
Source:
@@ -3084,7 +3016,7 @@

zerosSource:
@@ -3117,6 +3049,171 @@

Methods

+
+ + + +

(static) add(M) → {Matrix}

+ + + + + + + + + +
+ + + + + + + + + + + + + + + + + + + + + + + + + + +
Source:
+
+ + + + + + + +
+ + + + + + + + + +
Parameters:
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
NameTypeDescription
M + + +Matrix +| + +number + + + + + Add a Matrix or a number + +
+ + + + + + + + + + + + + + +
+
Returns:
+ + + +
+
+ Type: +
+
+ +Matrix + + +
+
+ + + +
+ + + +
+
Example
+ + 
const A = Matrix.of([[5, 4]])
+A.add(1) // [[6, 5]]
+const B = Matrix.of([[5, 5]])
+B.add(B) // [[10, 10]]
+ +
+ +
+ +
@@ -3164,7 +3261,7 @@

(static) apSource:
@@ -3354,7 +3451,7 @@

(static) comb
Source:
@@ -3512,7 +3609,7 @@

(static) conca
Source:
@@ -3706,7 +3803,7 @@

(static) diagSource:
@@ -3873,7 +3970,7 @@

(static)
Source:
@@ -4040,7 +4137,7 @@

(static) dotSource:
@@ -4204,7 +4301,7 @@

(static) empty<
Source:
@@ -4386,7 +4483,7 @@

(static) foldSource:
@@ -4579,7 +4676,7 @@

(static) ide
Source:
@@ -4691,7 +4788,7 @@

(static) kr
Source:
@@ -4873,7 +4970,7 @@

(static) mapSource:
@@ -5066,7 +5163,7 @@

(static) ofSource:
@@ -5232,7 +5329,7 @@

(static) onesSource:
@@ -5422,7 +5519,7 @@

(static) rando
Source:
@@ -5630,7 +5727,7 @@

(static) sumSource:
@@ -5797,7 +5894,7 @@

(static) tr
Source:
@@ -5965,7 +6062,7 @@

(static) zeros<
Source:
@@ -6124,7 +6221,7 @@

Example

- Generated by JSDoc 3.5.5 on Sun May 12 2019 14:39:34 GMT+0200 (Central European Summer Time) using the Minami theme. + Generated by JSDoc 3.5.5 on Wed May 29 2019 20:43:29 GMT+0200 (Central European Summer Time) using the Minami theme.
diff --git a/docs/global.html b/docs/global.html index 0416bd3..437a09b 100644 --- a/docs/global.html +++ b/docs/global.html @@ -24,7 +24,7 @@
@@ -1235,7 +1235,7 @@
Returns:

- Generated by JSDoc 3.5.5 on Sun May 12 2019 14:39:34 GMT+0200 (Central European Summer Time) using the Minami theme. + Generated by JSDoc 3.5.5 on Wed May 29 2019 20:43:29 GMT+0200 (Central European Summer Time) using the Minami theme.
diff --git a/docs/index.html b/docs/index.html index 2793897..667efbf 100644 --- a/docs/index.html +++ b/docs/index.html @@ -24,7 +24,7 @@
@@ -51,7 +51,7 @@

funmatrix

Matrix applicative providing standard matrix operations Fork on Github

Build Status Code Climate GitHub file size in bytes Check bundle size on bundlephobia

Docs

The documentation is done using jsdocs and can be found in the /docs folder or at the url https://astuanax.github.io/funmatrix/

-

Install funmatrix.js

$ npm install @astuanax/funmatrix.js --save

+

Install funmatrix.js

$ npm install @astuanax/funmatrix --save

Example

// Create matrix
 const m = Matrix.of([[1, 2], [3, 4]])
 
@@ -113,7 +113,7 @@ 
Methods and properties
    
 
    
 
 
    
-    Generated by JSDoc 3.5.5 on Sun May 12 2019 14:39:34 GMT+0200 (Central European Summer Time) using the Minami theme.
+    Generated by JSDoc 3.5.5 on Wed May 29 2019 20:43:29 GMT+0200 (Central European Summer Time) using the Minami theme.
 
    
 
 
diff --git a/docs/matrix.js.html b/docs/matrix.js.html
index 138820b..92b00d2 100644
--- a/docs/matrix.js.html
+++ b/docs/matrix.js.html
@@ -24,7 +24,7 @@
 
 
 
 
 
    
@@ -43,12 +43,15 @@ 
    matrix.js
    
 import map from 'fun.js/src/map'
 import fold from 'fun.js/src/fold'
 import equals from 'fun.js/src/equals'
-import concat from 'util/concat'
-import empty from 'util/empty'
-import dot from 'util/dot'
-import identity from 'util/identity'
-import transpose from 'util/transpose'
-import generate from 'util/generate'
+import concat from './util/concat'
+import empty from './util/empty'
+import dot from './util/dot'
+import identity from './util/identity'
+import transpose from './util/transpose'
+import generate from './util/generate'
+// import gpumap from 'util/gpumap'
+// import gpufold from 'util/gpufold'
+// import gpuproduct from 'util/gpuproduct'
 
 /**
  * @class Matrix
@@ -65,6 +68,27 @@ 
    matrix.js
    
   this.__value = val
 }
 
+/**
+ * @memberOf Matrix
+ * @static
+ * @function Matrix.of
+ * @desc Creates a Matrix object and flattens the Matrix
+ * @param val {array|function} An array of arrays
+ * @returns {Matrix}
+ * @example
+ *
+ * const m =  Matrix.of([[1,2],[2,3],[4,5]])
+ *
+ */
+Matrix.of = function (val) {
+  if (val instanceof Matrix) return val
+  if (this instanceof Matrix) {
+    this.__value = val
+    return this
+  }
+  return new Matrix(val)
+}
+
 /**
  * @memberOf Matrix
  * @property {string} type
@@ -90,7 +114,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member setPrecision
+ * @member Matrix#setPrecision
  * @param precision {number} Set the number of decimals for rounding
  * @example
  *
@@ -122,7 +146,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member isSquare
+ * @member Matrix#isSquare
  * @desc Boolean indicating whether this contains a square Matrix
  * @returns {boolean}
  * @example
@@ -138,7 +162,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member isOrthogonal
+ * @member Matrix#isOrthogonal
  * @param M {Matrix|array}
  * @returns {boolean}
  * @example
@@ -156,7 +180,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member getCols
+ * @member Matrix#getCols
  * @returns {Number}
  * @example
  *
@@ -171,7 +195,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member equals
+ * @member Matrix#equals
  * @param M {Matrix|array}
  * @returns {Boolean}
  * @example
@@ -188,7 +212,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member getRows
+ * @member Matrix#getRows
  * @returns {Number}
  * @example
  *
@@ -202,7 +226,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member getShape
+ * @member Matrix#getShape
  * @returns {Array}
  * @example
  *
@@ -213,31 +237,10 @@ 
    matrix.js
    
   return [this.getRows(), this.getCols()]
 }
 
-/**
- * @memberOf Matrix
- * @static
- * @function of
- * @desc Creates a Matrix object and flattens the Matrix
- * @param val {array|function} An array of arrays
- * @returns {Matrix}
- * @example
- *
- * const m =  Matrix.of([[1,2],[2,3],[4,5]])
- *
- */
-Matrix.of = function (val) {
-  if (val instanceof Matrix) return val
-  if (this instanceof Matrix) {
-    this.__value = val
-    return this
-  }
-  return new Matrix(val)
-}
-
 /**
  * @memberOf Matrix
  * @instance
- * @member map
+ * @member Matrix#map
  * @description Maps over the rows of the matrix using a map function
  * @param f {function} An iterator function
  * @returns {Matrix}
@@ -255,7 +258,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @static
- * @function map
+ * @function Matrix.map
  * @description Static function that maps over the rows of the matrix using a map function
  * @param f {function} An iterator function
  * @param M {Matrix|array} Matrix or array to map
@@ -273,7 +276,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member fold
+ * @member Matrix#fold
  * @description Reduce the matrix rows using a reduce function
  * @param f {function} A reduce/fold function
  * @returns {Matrix}
@@ -290,7 +293,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @static
- * @function fold
+ * @function Matrix.fold
  * @description Static function to reduce the matrix rows using a reduce function
  * @param f {function} A reduce/fold function
  * @param M {Matrix} The Matrix to reduce
@@ -310,7 +313,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member ap
+ * @member Matrix#ap
  * @description Applies a Matrix to a function
  * @param M {Matrix}
  * @returns {Matrix}
@@ -328,7 +331,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @static
- * @function ap
+ * @function Matrix.ap
  * @description Applies a Matrix to a function
  * @param f {function}
  * @param M {Matrix|array}
@@ -346,7 +349,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member concat
+ * @member Matrix#concat
  * @description Concatenates 2 Matrices using a function as operator
  * @param M {Matrix}
  * @returns {Matrix}
@@ -367,7 +370,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @static
- * @function concat
+ * @function Matrix.concat
  * @description Concatenates 2 Matrices using a function as operator
  * @param A {Matrix}
  * @param B {Matrix}
@@ -389,7 +392,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member empty
+ * @member Matrix#empty
  * @description Return an empty Matrix from an existing Matrix
  * @returns {Matrix}
  */
@@ -400,7 +403,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @static
- * @function empty
+ * @function Matrix.empty
  * @description Return an empty Matrix from an existing Matrix
  * @param rows {number}
  * @param cols {number}
@@ -416,7 +419,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member identity
+ * @member Matrix#identity
  * @desc Returns an identity matrix
  * @returns {Matrix}
  * @example
@@ -426,7 +429,7 @@ 
    matrix.js
    
  * const Aidentity = A.identity()
  * // [[1, 0, 0], [0, 1, 0]]
  *
-*/
+ */
 Matrix.prototype.identity = function () {
   return Matrix.of(identity).ap(this)
 }
@@ -434,7 +437,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @static
- * @function identity
+ * @function Matrix.identity
  * @desc Returns an identity matrix
  * @returns {Matrix}
  * @example
@@ -451,7 +454,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member combine
+ * @member Matrix#combine
  * @see Matrix.concat
  * @param M
  * @returns {Matrix}
@@ -463,7 +466,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @static
- * @function combine
+ * @function Matrix.combine
  * @see Matrix.concat
  * @param M
  * @returns {Matrix}
@@ -475,7 +478,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member dot
+ * @member Matrix#dot
  * @description Returns the dot product between 2 matrices
  * @param M
  * @param f
@@ -500,7 +503,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @static
- * @function dot
+ * @function Matrix.dot
  * @description Returns the dot product between 2 matrices
  * @param M
  * @returns {Matrix}
@@ -521,7 +524,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member fill
+ * @member Matrix#fill
  * @desc Fill up an empty matrix with the provided map function
  * @param f
  * @returns {Matrix}
@@ -538,7 +541,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member zeros
+ * @member Matrix#zeros
  * @desc Fill up an empty matrix with zeros
  * @returns {Matrix}
  *
@@ -554,7 +557,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @function zeros
+ * @function Matrix.zeros
  * @desc Fill up an empty matrix with zeros
  * @param rows {number} Defines the rows of the matrix
  * @param cols {number} Defines the columns of the matrix
@@ -573,7 +576,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member ones
+ * @member Matrix#ones
  * @desc Fill up an empty matrix with ones
  * @returns {Matrix}
  * @example
@@ -588,7 +591,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @function ones
+ * @function Matrix.ones
  * @desc Fill up an empty matrix with ones
  * @param rows {number} Defines the rows of the matrix
  * @param cols {number} Defines the columns of the matrix
@@ -607,7 +610,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member random
+ * @member Matrix#random
  * @desc Fill up an empty matrix with random values
  * @param {function} [f = e => Math.random() * 2 - 1]
  * @returns {Matrix}
@@ -618,7 +621,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @function random
+ * @function Matrix.random
  * @desc Fill up an empty matrix with random numbers
  * @param f {function} Function which returns random values. Default random values are between -1 and 1
  * @param rows {number} Defines the rows of the matrix
@@ -633,7 +636,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member toArray
+ * @member Matrix#toArray
  * @desc Returns the array from the matrix
  * @returns {Array}
  */
@@ -644,7 +647,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member clone
+ * @member Matrix#clone
  * @desc Returns a clone of the matrix
  * @returns {Matrix}
  */
@@ -655,7 +658,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member fromArray
+ * @member Matrix#fromArray
  * @desc Returns a Matrix from an array
  * @returns {Array}
  */
@@ -666,7 +669,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member transpose
+ * @member Matrix#transpose
  * @desc Returns a transposed Matrix
  * @returns {Matrix}
  * @example
@@ -681,7 +684,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @function transpose
+ * @function Matrix.transpose
  * @desc Returns a transposed Matrix
  * @param M {Matrix|array} A Matrix or a matrix array
  * @returns {Matrix}
@@ -697,7 +700,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @member add
+ * @function Matrix.add
  * @instance
  * @param M {Matrix|number} Add a Matrix or a number
  * @returns {Matrix}
@@ -722,7 +725,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @member subtract
+ * @member Matrix#subtract
  * @instance
  * @param M {Matrix|number} Subtract a Matrix or a number
  * @returns {Matrix}
@@ -747,7 +750,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @member multiply
+ * @member Matrix#multiply
  * @instance
  * @desc Mutliply a scalar or a mtraix with a matrix. Throws an error if the multiplication is not possible.
  * @param M {Matrix|number}
@@ -774,7 +777,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @member additiveinverse
+ * @member Matrix#additiveinverse
  * @instance
  * @desc Function that returns the matrix obtained by changing the sign of every matrix element. The additive inverse of matrix A is written –A.
  * @returns {Matrix}
@@ -790,7 +793,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @member hadamard
+ * @member Matrix#hadamard
  * @instance
  * @see multiply
  * @param M
@@ -810,7 +813,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member lu
+ * @member Matrix#lu
  * @desc Calculates LU decomposition of the current Matrix
  * @returns {Matrix[]}
  * @example
@@ -849,7 +852,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member rref
+ * @member Matrix#rref
  * @returns {Matrix|array}
  * @example
  *
@@ -900,7 +903,7 @@ 
    matrix.js
    
 /**
  * @memberOf Matrix
  * @instance
- * @member solve
+ * @member Matrix#solve
  * @param b
  * @returns {Array}
  * @example
@@ -945,7 +948,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @member inverse
+ * @member Matrix#inverse
  * @instance
  * @returns {Matrix}
  * @example
@@ -969,7 +972,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @member rank
+ * @member Matrix#rank
  * @instance
  * @returns {Number}
  */
@@ -984,7 +987,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @member dimension
+ * @member Matrix#dimension
  * @instance
  * @see rank
  * @returns {Number}
@@ -995,7 +998,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @member diag
+ * @member Matrix#diag
  * @instance
  * @desc Returns an array containing the values on the diagonal
  * @returns {Array}
@@ -1016,7 +1019,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @function diag
+ * @function Matrix.diag
  * @desc Returns an array containing the values on the diagonal
  * @param M {Matrix|Array} Matrix from which to return the diagonal
  * @returns {Array}
@@ -1032,7 +1035,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @member diagproduct
+ * @member Matrix#diagproduct
  * @instance
  * @desc Returns the product of the values on the diagonal
  * @returns {Number}
@@ -1054,7 +1057,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @function diagproduct
+ * @function Matrix.diagproduct
  * @desc Returns the product of the values on the diagonal
  * @param M {Matrix|Array} Matrix from which to return the diagonal
  * @returns {Number}
@@ -1070,7 +1073,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @member sum
+ * @member Matrix#sum
  * @instance
  * @desc Returns the sum of the values in the Matrix
  * @returns {Number}
@@ -1092,7 +1095,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @function sum
+ * @function Matrix.sum
  * @desc Returns the sum of the values in the Matrix
  * @param M {Matrix|Array} Matrix from which to return the diagonal
  * @returns {Number}
@@ -1108,7 +1111,7 @@ 
    matrix.js
    
 
 /**
  * @memberOf Matrix
- * @member kronecker
+ * @member Matrix#kronecker
  * @instance
  * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.
  * @param M {Matrix} The right side Matrix of the product (this ⊗ M)
@@ -1125,21 +1128,22 @@ 
    matrix.js
    
 
   const frame = generate(m * p, n * q)
 
-  for (var i = 0; i < m; i++) {
-    for (var j = 0; j < n; j++) {
-      for (var k = 0; k < p; k++) {
-        for (var l = 0; l < q; l++) {
+  for (let i = 0; i < m; i++) {
+    for (let j = 0; j < n; j++) {
+      for (let k = 0; k < p; k++) {
+        for (let l = 0; l < q; l++) {
           frame[p * i + k][q * j + l] = left[i][j] * right[k][l]
         }
       }
     }
   }
+
   return Matrix.of(frame)
 }
 
 /**
  * @memberOf Matrix
- * @function kronecker
+ * @function Matrix.kronecker
  * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.
  * @param A {Matrix} The left side Matrix of the product (A ⊗ B)
  * @param B {Matrix} The right side Matrix of the product (A ⊗ B)
@@ -1162,7 +1166,7 @@ 
    matrix.js
    
 
    
 
 
    
-    Generated by JSDoc 3.5.5 on Sun May 12 2019 14:39:34 GMT+0200 (Central European Summer Time) using the Minami theme.
+    Generated by JSDoc 3.5.5 on Wed May 29 2019 20:43:29 GMT+0200 (Central European Summer Time) using the Minami theme.
 
    
 
 
diff --git a/docs/util_concat.js.html b/docs/util_concat.js.html
index 692611d..5f6417b 100644
--- a/docs/util_concat.js.html
+++ b/docs/util_concat.js.html
@@ -24,7 +24,7 @@
 
 
 
 
 
    
@@ -64,7 +64,7 @@ 
    util/concat.js
    
 
    
 
 
    
-    Generated by JSDoc 3.5.5 on Sun May 12 2019 14:39:34 GMT+0200 (Central European Summer Time) using the Minami theme.
+    Generated by JSDoc 3.5.5 on Wed May 29 2019 20:43:29 GMT+0200 (Central European Summer Time) using the Minami theme.
 
    
 
 
diff --git a/docs/util_dot.js.html b/docs/util_dot.js.html
index dcd31e8..930cacb 100644
--- a/docs/util_dot.js.html
+++ b/docs/util_dot.js.html
@@ -24,7 +24,7 @@
 
 
 
 
 
    
@@ -68,7 +68,7 @@ 
    util/dot.js
    
 
    
 
 
    
-    Generated by JSDoc 3.5.5 on Sun May 12 2019 14:39:34 GMT+0200 (Central European Summer Time) using the Minami theme.
+    Generated by JSDoc 3.5.5 on Wed May 29 2019 20:43:29 GMT+0200 (Central European Summer Time) using the Minami theme.
 
    
 
 
diff --git a/docs/util_generate.js.html b/docs/util_generate.js.html
index 851dad0..ab5e9c0 100644
--- a/docs/util_generate.js.html
+++ b/docs/util_generate.js.html
@@ -24,7 +24,7 @@
 
 
 
 
 
    
@@ -59,7 +59,7 @@ 
    util/generate.js
    
 
    
 
 
    
-    Generated by JSDoc 3.5.5 on Sun May 12 2019 14:39:34 GMT+0200 (Central European Summer Time) using the Minami theme.
+    Generated by JSDoc 3.5.5 on Wed May 29 2019 20:43:29 GMT+0200 (Central European Summer Time) using the Minami theme.
 
    
 
 
diff --git a/docs/util_identity.js.html b/docs/util_identity.js.html
index fd7a879..44c3f79 100644
--- a/docs/util_identity.js.html
+++ b/docs/util_identity.js.html
@@ -24,7 +24,7 @@
 
 
 
 
 
    
@@ -61,7 +61,7 @@ 
    util/identity.js
    
 
    
 
 
    
-    Generated by JSDoc 3.5.5 on Sun May 12 2019 14:39:34 GMT+0200 (Central European Summer Time) using the Minami theme.
+    Generated by JSDoc 3.5.5 on Wed May 29 2019 20:43:29 GMT+0200 (Central European Summer Time) using the Minami theme.
 
    
 
 
diff --git a/docs/util_round.js.html b/docs/util_round.js.html
index daab8f4..e873035 100644
--- a/docs/util_round.js.html
+++ b/docs/util_round.js.html
@@ -24,7 +24,7 @@
 
 
 
 
 
    
@@ -60,7 +60,7 @@ 
    util/round.js
    
 
    
 
 
    
-    Generated by JSDoc 3.5.5 on Sun May 12 2019 14:39:34 GMT+0200 (Central European Summer Time) using the Minami theme.
+    Generated by JSDoc 3.5.5 on Wed May 29 2019 20:43:29 GMT+0200 (Central European Summer Time) using the Minami theme.
 
    
 
 
diff --git a/docs/util_transpose.js.html b/docs/util_transpose.js.html
index 510f805..391d9f9 100644
--- a/docs/util_transpose.js.html
+++ b/docs/util_transpose.js.html
@@ -24,7 +24,7 @@
 
 
 
 
 
    
@@ -62,7 +62,7 @@ 
    util/transpose.js
    
 
    
 
 
    
-    Generated by JSDoc 3.5.5 on Sun May 12 2019 14:39:34 GMT+0200 (Central European Summer Time) using the Minami theme.
+    Generated by JSDoc 3.5.5 on Wed May 29 2019 20:43:29 GMT+0200 (Central European Summer Time) using the Minami theme.
 
    
 
 
diff --git a/lib/@astuanax/funmatrix.js b/lib/@astuanax/funmatrix.js
index 5f17b20..51a82d5 100644
--- a/lib/@astuanax/funmatrix.js
+++ b/lib/@astuanax/funmatrix.js
@@ -1234,20 +1234,24 @@ var _fold = _interopRequireDefault(__webpack_require__(/*! fun.js/src/fold */ ".
 
 var _equals = _interopRequireDefault(__webpack_require__(/*! fun.js/src/equals */ "./node_modules/fun.js/src/equals.js"));
 
-var _concat = _interopRequireDefault(__webpack_require__(/*! util/concat */ "./src/util/concat.js"));
+var _concat = _interopRequireDefault(__webpack_require__(/*! ./util/concat */ "./src/util/concat.js"));
 
-var _empty = _interopRequireDefault(__webpack_require__(/*! util/empty */ "./src/util/empty.js"));
+var _empty = _interopRequireDefault(__webpack_require__(/*! ./util/empty */ "./src/util/empty.js"));
 
-var _dot = _interopRequireDefault(__webpack_require__(/*! util/dot */ "./src/util/dot.js"));
+var _dot = _interopRequireDefault(__webpack_require__(/*! ./util/dot */ "./src/util/dot.js"));
 
-var _identity = _interopRequireDefault(__webpack_require__(/*! util/identity */ "./src/util/identity.js"));
+var _identity = _interopRequireDefault(__webpack_require__(/*! ./util/identity */ "./src/util/identity.js"));
 
-var _transpose = _interopRequireDefault(__webpack_require__(/*! util/transpose */ "./src/util/transpose.js"));
+var _transpose = _interopRequireDefault(__webpack_require__(/*! ./util/transpose */ "./src/util/transpose.js"));
 
-var _generate = _interopRequireDefault(__webpack_require__(/*! util/generate */ "./src/util/generate.js"));
+var _generate = _interopRequireDefault(__webpack_require__(/*! ./util/generate */ "./src/util/generate.js"));
 
 function _interopRequireDefault(obj) { return obj && obj.__esModule ? obj : { default: obj }; }
 
+// import gpumap from 'util/gpumap'
+// import gpufold from 'util/gpufold'
+// import gpuproduct from 'util/gpuproduct'
+
 /**
  * @class Matrix
  * @classdesc Matrix applicative providing standard matrix operations
@@ -1262,6 +1266,30 @@ function _interopRequireDefault(obj) { return obj && obj.__esModule ? obj : { de
 var Matrix = function Matrix(val) {
   this.__value = val;
 };
+/**
+ * @memberOf Matrix
+ * @static
+ * @function Matrix.of
+ * @desc Creates a Matrix object and flattens the Matrix
+ * @param val {array|function} An array of arrays
+ * @returns {Matrix}
+ * @example
+ *
+ * const m =  Matrix.of([[1,2],[2,3],[4,5]])
+ *
+ */
+
+
+Matrix.of = function (val) {
+  if (val instanceof Matrix) return val;
+
+  if (this instanceof Matrix) {
+    this.__value = val;
+    return this;
+  }
+
+  return new Matrix(val);
+};
 /**
  * @memberOf Matrix
  * @property {string} type
@@ -1288,7 +1316,7 @@ Matrix.prototype.precision = 4;
 /**
  * @memberOf Matrix
  * @instance
- * @member setPrecision
+ * @member Matrix#setPrecision
  * @param precision {number} Set the number of decimals for rounding
  * @example
  *
@@ -1323,7 +1351,7 @@ Matrix.prototype.isSymmetric = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member isSquare
+ * @member Matrix#isSquare
  * @desc Boolean indicating whether this contains a square Matrix
  * @returns {boolean}
  * @example
@@ -1340,7 +1368,7 @@ Matrix.prototype.isSquare = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member isOrthogonal
+ * @member Matrix#isOrthogonal
  * @param M {Matrix|array}
  * @returns {boolean}
  * @example
@@ -1359,7 +1387,7 @@ Matrix.prototype.isOrthogonal = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member getCols
+ * @member Matrix#getCols
  * @returns {Number}
  * @example
  *
@@ -1375,7 +1403,7 @@ Matrix.prototype.getCols = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member equals
+ * @member Matrix#equals
  * @param M {Matrix|array}
  * @returns {Boolean}
  * @example
@@ -1393,7 +1421,7 @@ Matrix.prototype.equals = function (M) {
 /**
  * @memberOf Matrix
  * @instance
- * @member getRows
+ * @member Matrix#getRows
  * @returns {Number}
  * @example
  *
@@ -1408,7 +1436,7 @@ Matrix.prototype.getRows = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member getShape
+ * @member Matrix#getShape
  * @returns {Array}
  * @example
  *
@@ -1420,34 +1448,10 @@ Matrix.prototype.getRows = function () {
 Matrix.prototype.getShape = function () {
   return [this.getRows(), this.getCols()];
 };
-/**
- * @memberOf Matrix
- * @static
- * @function of
- * @desc Creates a Matrix object and flattens the Matrix
- * @param val {array|function} An array of arrays
- * @returns {Matrix}
- * @example
- *
- * const m =  Matrix.of([[1,2],[2,3],[4,5]])
- *
- */
-
-
-Matrix.of = function (val) {
-  if (val instanceof Matrix) return val;
-
-  if (this instanceof Matrix) {
-    this.__value = val;
-    return this;
-  }
-
-  return new Matrix(val);
-};
 /**
  * @memberOf Matrix
  * @instance
- * @member map
+ * @member Matrix#map
  * @description Maps over the rows of the matrix using a map function
  * @param f {function} An iterator function
  * @returns {Matrix}
@@ -1466,7 +1470,7 @@ Matrix.prototype.map = function (f) {
 /**
  * @memberOf Matrix
  * @static
- * @function map
+ * @function Matrix.map
  * @description Static function that maps over the rows of the matrix using a map function
  * @param f {function} An iterator function
  * @param M {Matrix|array} Matrix or array to map
@@ -1485,7 +1489,7 @@ Matrix.map = (0, _curry.default)(function (f, M) {
 /**
  * @memberOf Matrix
  * @instance
- * @member fold
+ * @member Matrix#fold
  * @description Reduce the matrix rows using a reduce function
  * @param f {function} A reduce/fold function
  * @returns {Matrix}
@@ -1502,7 +1506,7 @@ Matrix.prototype.fold = function (f) {
 /**
  * @memberOf Matrix
  * @static
- * @function fold
+ * @function Matrix.fold
  * @description Static function to reduce the matrix rows using a reduce function
  * @param f {function} A reduce/fold function
  * @param M {Matrix} The Matrix to reduce
@@ -1523,7 +1527,7 @@ Matrix.fold = (0, _curry.default)(function (f, M) {
 /**
  * @memberOf Matrix
  * @instance
- * @member ap
+ * @member Matrix#ap
  * @description Applies a Matrix to a function
  * @param M {Matrix}
  * @returns {Matrix}
@@ -1541,7 +1545,7 @@ Matrix.prototype.ap = function (M) {
 /**
  * @memberOf Matrix
  * @static
- * @function ap
+ * @function Matrix.ap
  * @description Applies a Matrix to a function
  * @param f {function}
  * @param M {Matrix|array}
@@ -1560,7 +1564,7 @@ Matrix.ap = (0, _curry.default)(function (f, M) {
 /**
  * @memberOf Matrix
  * @instance
- * @member concat
+ * @member Matrix#concat
  * @description Concatenates 2 Matrices using a function as operator
  * @param M {Matrix}
  * @returns {Matrix}
@@ -1582,7 +1586,7 @@ Matrix.prototype.concat = function (M) {
 /**
  * @memberOf Matrix
  * @static
- * @function concat
+ * @function Matrix.concat
  * @description Concatenates 2 Matrices using a function as operator
  * @param A {Matrix}
  * @param B {Matrix}
@@ -1606,7 +1610,7 @@ Matrix.concat = (0, _curry.default)(function (A, B) {
 /**
  * @memberOf Matrix
  * @instance
- * @member empty
+ * @member Matrix#empty
  * @description Return an empty Matrix from an existing Matrix
  * @returns {Matrix}
  */
@@ -1617,7 +1621,7 @@ Matrix.prototype.empty = function () {
 /**
  * @memberOf Matrix
  * @static
- * @function empty
+ * @function Matrix.empty
  * @description Return an empty Matrix from an existing Matrix
  * @param rows {number}
  * @param cols {number}
@@ -1636,7 +1640,7 @@ Matrix.empty = (0, _curry.default)(function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member identity
+ * @member Matrix#identity
  * @desc Returns an identity matrix
  * @returns {Matrix}
  * @example
@@ -1646,7 +1650,7 @@ Matrix.empty = (0, _curry.default)(function () {
  * const Aidentity = A.identity()
  * // [[1, 0, 0], [0, 1, 0]]
  *
-*/
+ */
 
 Matrix.prototype.identity = function () {
   return Matrix.of(_identity.default).ap(this);
@@ -1654,7 +1658,7 @@ Matrix.prototype.identity = function () {
 /**
  * @memberOf Matrix
  * @static
- * @function identity
+ * @function Matrix.identity
  * @desc Returns an identity matrix
  * @returns {Matrix}
  * @example
@@ -1673,7 +1677,7 @@ Matrix.identity = function (rows, cols) {
 /**
  * @memberOf Matrix
  * @instance
- * @member combine
+ * @member Matrix#combine
  * @see Matrix.concat
  * @param M
  * @returns {Matrix}
@@ -1686,7 +1690,7 @@ Matrix.prototype.combine = function (M) {
 /**
  * @memberOf Matrix
  * @static
- * @function combine
+ * @function Matrix.combine
  * @see Matrix.concat
  * @param M
  * @returns {Matrix}
@@ -1699,7 +1703,7 @@ Matrix.combine = function (A, B) {
 /**
  * @memberOf Matrix
  * @instance
- * @member dot
+ * @member Matrix#dot
  * @description Returns the dot product between 2 matrices
  * @param M
  * @param f
@@ -1725,7 +1729,7 @@ Matrix.prototype.dot = function (M) {
 /**
  * @memberOf Matrix
  * @static
- * @function dot
+ * @function Matrix.dot
  * @description Returns the dot product between 2 matrices
  * @param M
  * @returns {Matrix}
@@ -1747,7 +1751,7 @@ Matrix.dot = function (A, B) {
 /**
  * @memberOf Matrix
  * @instance
- * @member fill
+ * @member Matrix#fill
  * @desc Fill up an empty matrix with the provided map function
  * @param f
  * @returns {Matrix}
@@ -1767,7 +1771,7 @@ Matrix.prototype.fill = function (f) {
 /**
  * @memberOf Matrix
  * @instance
- * @member zeros
+ * @member Matrix#zeros
  * @desc Fill up an empty matrix with zeros
  * @returns {Matrix}
  *
@@ -1786,7 +1790,7 @@ Matrix.prototype.zeros = function () {
 };
 /**
  * @memberOf Matrix
- * @function zeros
+ * @function Matrix.zeros
  * @desc Fill up an empty matrix with zeros
  * @param rows {number} Defines the rows of the matrix
  * @param cols {number} Defines the columns of the matrix
@@ -1808,7 +1812,7 @@ Matrix.zeros = function (rows, cols) {
 /**
  * @memberOf Matrix
  * @instance
- * @member ones
+ * @member Matrix#ones
  * @desc Fill up an empty matrix with ones
  * @returns {Matrix}
  * @example
@@ -1826,7 +1830,7 @@ Matrix.prototype.ones = function () {
 };
 /**
  * @memberOf Matrix
- * @function ones
+ * @function Matrix.ones
  * @desc Fill up an empty matrix with ones
  * @param rows {number} Defines the rows of the matrix
  * @param cols {number} Defines the columns of the matrix
@@ -1848,7 +1852,7 @@ Matrix.ones = function (rows, cols) {
 /**
  * @memberOf Matrix
  * @instance
- * @member random
+ * @member Matrix#random
  * @desc Fill up an empty matrix with random values
  * @param {function} [f = e => Math.random() * 2 - 1]
  * @returns {Matrix}
@@ -1863,7 +1867,7 @@ Matrix.prototype.random = function () {
 };
 /**
  * @memberOf Matrix
- * @function random
+ * @function Matrix.random
  * @desc Fill up an empty matrix with random numbers
  * @param f {function} Function which returns random values. Default random values are between -1 and 1
  * @param rows {number} Defines the rows of the matrix
@@ -1884,7 +1888,7 @@ Matrix.random = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member toArray
+ * @member Matrix#toArray
  * @desc Returns the array from the matrix
  * @returns {Array}
  */
@@ -1900,7 +1904,7 @@ Matrix.prototype.toArray = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member clone
+ * @member Matrix#clone
  * @desc Returns a clone of the matrix
  * @returns {Matrix}
  */
@@ -1912,7 +1916,7 @@ Matrix.prototype.clone = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member fromArray
+ * @member Matrix#fromArray
  * @desc Returns a Matrix from an array
  * @returns {Array}
  */
@@ -1928,7 +1932,7 @@ Matrix.fromArray = function (arr) {
 /**
  * @memberOf Matrix
  * @instance
- * @member transpose
+ * @member Matrix#transpose
  * @desc Returns a transposed Matrix
  * @returns {Matrix}
  * @example
@@ -1944,7 +1948,7 @@ Matrix.prototype.transpose = function () {
 };
 /**
  * @memberOf Matrix
- * @function transpose
+ * @function Matrix.transpose
  * @desc Returns a transposed Matrix
  * @param M {Matrix|array} A Matrix or a matrix array
  * @returns {Matrix}
@@ -1961,7 +1965,7 @@ Matrix.transpose = function (M) {
 };
 /**
  * @memberOf Matrix
- * @member add
+ * @function Matrix.add
  * @instance
  * @param M {Matrix|number} Add a Matrix or a number
  * @returns {Matrix}
@@ -1994,7 +1998,7 @@ Matrix.prototype.add = function (M) {
 };
 /**
  * @memberOf Matrix
- * @member subtract
+ * @member Matrix#subtract
  * @instance
  * @param M {Matrix|number} Subtract a Matrix or a number
  * @returns {Matrix}
@@ -2027,7 +2031,7 @@ Matrix.prototype.subtract = function (M) {
 };
 /**
  * @memberOf Matrix
- * @member multiply
+ * @member Matrix#multiply
  * @instance
  * @desc Mutliply a scalar or a mtraix with a matrix. Throws an error if the multiplication is not possible.
  * @param M {Matrix|number}
@@ -2062,7 +2066,7 @@ Matrix.prototype.multiply = function (M) {
 };
 /**
  * @memberOf Matrix
- * @member additiveinverse
+ * @member Matrix#additiveinverse
  * @instance
  * @desc Function that returns the matrix obtained by changing the sign of every matrix element. The additive inverse of matrix A is written –A.
  * @returns {Matrix}
@@ -2079,7 +2083,7 @@ Matrix.prototype.additiveinverse = function () {
 };
 /**
  * @memberOf Matrix
- * @member hadamard
+ * @member Matrix#hadamard
  * @instance
  * @see multiply
  * @param M
@@ -2100,7 +2104,7 @@ Matrix.prototype.hadamard = function (M) {
 /**
  * @memberOf Matrix
  * @instance
- * @member lu
+ * @member Matrix#lu
  * @desc Calculates LU decomposition of the current Matrix
  * @returns {Matrix[]}
  * @example
@@ -2144,7 +2148,7 @@ Matrix.prototype.lu = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member rref
+ * @member Matrix#rref
  * @returns {Matrix|array}
  * @example
  *
@@ -2203,7 +2207,7 @@ Matrix.prototype.rref = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member solve
+ * @member Matrix#solve
  * @param b
  * @returns {Array}
  * @example
@@ -2254,7 +2258,7 @@ Matrix.prototype.solve = function (b) {
 };
 /**
  * @memberOf Matrix
- * @member inverse
+ * @member Matrix#inverse
  * @instance
  * @returns {Matrix}
  * @example
@@ -2280,7 +2284,7 @@ Matrix.prototype.inverse = function () {
 };
 /**
  * @memberOf Matrix
- * @member rank
+ * @member Matrix#rank
  * @instance
  * @returns {Number}
  */
@@ -2298,7 +2302,7 @@ Matrix.prototype.rank = function () {
 };
 /**
  * @memberOf Matrix
- * @member dimension
+ * @member Matrix#dimension
  * @instance
  * @see rank
  * @returns {Number}
@@ -2310,7 +2314,7 @@ Matrix.prototype.dimension = function () {
 };
 /**
  * @memberOf Matrix
- * @member diag
+ * @member Matrix#diag
  * @instance
  * @desc Returns an array containing the values on the diagonal
  * @returns {Array}
@@ -2332,7 +2336,7 @@ Matrix.prototype.diag = function () {
 };
 /**
  * @memberOf Matrix
- * @function diag
+ * @function Matrix.diag
  * @desc Returns an array containing the values on the diagonal
  * @param M {Matrix|Array} Matrix from which to return the diagonal
  * @returns {Array}
@@ -2349,7 +2353,7 @@ Matrix.diag = function (M) {
 };
 /**
  * @memberOf Matrix
- * @member diagproduct
+ * @member Matrix#diagproduct
  * @instance
  * @desc Returns the product of the values on the diagonal
  * @returns {Number}
@@ -2372,7 +2376,7 @@ Matrix.prototype.diagproduct = function () {
 };
 /**
  * @memberOf Matrix
- * @function diagproduct
+ * @function Matrix.diagproduct
  * @desc Returns the product of the values on the diagonal
  * @param M {Matrix|Array} Matrix from which to return the diagonal
  * @returns {Number}
@@ -2389,7 +2393,7 @@ Matrix.diagproduct = function (M) {
 };
 /**
  * @memberOf Matrix
- * @member sum
+ * @member Matrix#sum
  * @instance
  * @desc Returns the sum of the values in the Matrix
  * @returns {Number}
@@ -2414,7 +2418,7 @@ Matrix.prototype.sum = function () {
 };
 /**
  * @memberOf Matrix
- * @function sum
+ * @function Matrix.sum
  * @desc Returns the sum of the values in the Matrix
  * @param M {Matrix|Array} Matrix from which to return the diagonal
  * @returns {Number}
@@ -2431,7 +2435,7 @@ Matrix.sum = function (M) {
 };
 /**
  * @memberOf Matrix
- * @member kronecker
+ * @member Matrix#kronecker
  * @instance
  * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.
  * @param M {Matrix} The right side Matrix of the product (this ⊗ M)
@@ -2462,7 +2466,7 @@ Matrix.prototype.kronecker = function (M) {
 };
 /**
  * @memberOf Matrix
- * @function kronecker
+ * @function Matrix.kronecker
  * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.
  * @param A {Matrix} The left side Matrix of the product (A ⊗ B)
  * @param B {Matrix} The right side Matrix of the product (A ⊗ B)
@@ -2730,4 +2734,4 @@ module.exports = exports["default"];
 
 /******/ });
 });
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autocurried function\n * @param {*} Object to verifiy\n * @return {boolean}\n * @since 1.0.2\n * @example\n *\n * const result = isArray([1,1,1])\n * // result = true\n */\n\nimport is from '../is'\n\nexport default is('Array')\n","/**\n * @function map\n * @description Maps over an array and applies a function\n * @param {Function} cb\n * @param {Iterable} a\n * @return {Iterable}\n * @since v1.0.2\n * @example\n *\n *  const result = map(identity, [0,2,3])\n *  // result = [0,2,3]\n *  const add2 = add(2)\n *  const result = map(add2, [0,2,3])\n *  // result = [2,4,5]\n **/\nimport curry from '../curry'\n\nexport default curry(function map (cb, a) {\n  let i = -1\n  const l = a.length\n  const r = new Array(l)\n  while (++i < l) {\n    r[i] = cb(a[i], i, a)\n  }\n  return r\n})\n","/**\n * Curried function that verifies of the provided argument is a boolean\n *\n * @private\n * @function is\n * @description Curried function that verifies of the provided argument is a boolean\n * @since v1.0.2\n * @param {*} Item to verify\n * @return {boolean}\n **/\nimport is from '../is'\n\nexport default is('Boolean')\n","/**\n * Concatenates 2 items together\n *\n * @function concat\n * @description Concatenates 2 items together\n * @since v1.0.4\n * @param {a} a - Left side of the concatenation\n * @param {a} b - right side of the concatenation\n * @return {a} Concatenated item\n **/\n\nimport curry from './curry'\nimport arrayConcat from './array/concat'\nimport stringConcat from './string/concat'\nimport type from './type'\n\nexport default curry(function concat (a, b) {\n  const typeMap = {\n    'String': stringConcat,\n    'Array': arrayConcat\n  }\n  return typeMap[type(a)](a, b)\n})\n","/* eslint-disable no-use-before-define */\n/**\n * @function curry\n * @description Autocurries the provided function\n */\nexport default function curry (fun) {\n  const argslen = fun.length\n\n  if (argslen === 0) {\n    return fun\n  }\n  return createRecurser([])\n\n  function recurse (acc, args) {\n    const _acc = acc.concat(args)\n    return _acc.length < argslen\n      ? createRecurser(_acc)\n      : fun.apply(this, _acc)\n  }\n\n  function createRecurser (acc) {\n    return function () {\n      return recurse(acc, Array.prototype.slice.call(arguments))\n    }\n  }\n}\n","/**\n * Created by dierickx.len on 01/04/2017.\n */\n/**\n * Created by dierickx.len on 01/04/2017.\n */\nimport is from '../is'\n\nexport default is('Date')\n","/**\n\n * @function empty\n * @description Returns the empty equivalent of the first argument\n */\n\nexport default function empty (x) {\n  return new x.constructor()\n};\n","/**\n\n * @function equals\n * @description Autocurried function that checks for equality of 2 items\n * @param {*} x - Left side of the equality check\n * @param {*} y - Right side of the equality check\n * @return {boolean}\n * @example\n *\n * const nan = Number.NaN\n * equal(nan, nan) // returns true\n *\n * const arr1 = [0, 1, 2, 3]\n * const arr2 = [null, 1, 2, 3]\n * equals(arr1, arr2) // returns false\n *\n * equals(new Object({'a': 0, 'b': 1}), {'a': 0, 'b': 1}) // true\n *\n */\nimport curry from './curry'\nimport exists from './exists'\nimport identical from './identical'\nimport type from './type'\nimport not from './not'\nimport or from './or'\nimport isObject from './object/is'\nimport isArray from './array/is'\nimport isBoolean from './boolean/is'\nimport isNumber from './number/is'\nimport isString from './string/is'\nimport isDate from './date/is'\nimport equalsArray from './array/equals'\nimport equalsObject from './object/equals'\n\nexport default curry(function equals (x, y) {\n  if (identical(x, y)) return true\n\n  if (type(x) !== type(y)) return false\n\n  if (or(not(exists(x)), not(exists(y)))) return false\n\n  if (x.constructor !== y.constructor) return false\n\n  if (isString(x) || isBoolean(x) || isNumber(x) || isDate(x)) {\n    return identical(x.valueOf(), y.valueOf())\n  }\n  if (isArray(x)) {\n    return equalsArray(x, y)\n  } else if (isObject(x)) {\n    return equalsObject(x, y)\n  }\n  return false\n})\n","/**\n * @function exists\n */\nexport default function exists (x) {\n  return !(x == null)\n};\n","/**\n * Returns a single item by iterating over an array like object and call a function on each item\n *\n * @function fold\n * @description Returns a single item by iterating over an array like object and call a function on each item\n * @since v1.0.2\n * @sig ((a, b, c, a) → a) → a → [b] → a\n * @param {Function} cb receives 4 values: the accumulator, the item, the index, and the initial value.\n * @param {*} a is the initial value\n * @param {*} [b] the array like item to iterate over\n * @return {*} a is the accumulated value\n **/\n\nimport curry from './curry'\nimport arrayFold from './array/fold'\nimport objectFold from './object/fold'\nimport type from './type'\n\nexport default curry(function fold (cb, init, a) {\n  const typeMap = {\n    'Object': objectFold,\n    'Array': arrayFold\n  }\n  // if (a.next) {\n  //   return iterableFold(cb, init, a)\n  // }\n  // if (type(Symbol) !== 'undefined' && a[Symbol.iterator]) {\n  //   return iterableFold(cb, init, a[Symbol.iterator]())\n  // }\n  return typeMap[type(a)](cb, init, a)\n})\n\n// function iterableFold (cb, acc, gen) {\n//   let step = gen.next()\n//   while (!step.done) {\n//     acc = cb(acc, step.value)\n//     step = gen.next()\n//   }\n//   return acc\n// }\n","/**\n\n * @function identical\n * @description checks for identintical items\n */\nimport curry from './curry'\nimport isNan from './number/isNan'\n\nexport default curry(function identical (x, y) {\n  if (x === 0 && y === 0) {\n    return 1 / x === 1 / y\n  }\n  if (x === y) {\n    return true\n  }\n  return !!(isNan(x) && isNan(y))\n})\n","/**\n * @function is\n * @description Verifies the type of the provided argument\n *\n */\n\nimport curry from './curry'\nimport type from './type'\n\nexport default curry(function is (Ctor, val) {\n  return type(val) === Ctor\n})\n","/**\n * Created by dierickx.len on 01/04/2017.\n */\nimport is from '../is'\nconst isFunction = is('Function')\n\nexport default function isIter (iter) {\n  return isFunction(iter[Symbol.iterator])\n}\n","/**\n * Maps over an Iterator and applies a function\n *\n * @function\n * @since v1.0.3\n * @sig (currentValue, idx, [a]) -> {b} -> [b]\n * @param {Function} cb\n * @param {Iterator} a\n * @return {Iterator}\n **/\nimport curry from '../curry'\n\nexport default curry(function map (callback, iterator) {\n  let r = []\n  for (let nextValue = iterator.next(); nextValue.done !== true; nextValue = iterator.next()) {\n    r.push(callback(iterator.value()))\n  }\n  return r\n})\n","/**\n * Maps over an iterable and applies a function\n *\n * @function map\n * @description Autocurried function which maps over an iterable.\n * @since v1.0.2\n * @sig (currentValue, idx, [a]) -> b -> b\n * @param {Function} cb\n * @param {Iterable} a\n * @return {Iterable}\n **/\nimport curry from './curry'\nimport arrayMap from './array/map'\nimport objectMap from './object/map'\nimport mapMap from './map/map'\nimport stringMap from './string/map'\nimport iteratorMap from './iterator/map'\nimport type from './type'\nimport isIterator from './iterator/is'\n\nexport default curry(function map (cb, a) {\n  switch (type(a)) {\n    case 'Function':\n      return curry(function () {\n        return cb.call(this, a.apply(this, arguments))\n      })\n    case 'Object':\n      return objectMap(cb, a)\n    case 'String':\n      return stringMap(cb, a)\n    case 'Map':\n      return mapMap(cb, a)\n    case 'Array':\n      return arrayMap(cb, a)\n    default:\n      return isIterator(a)\n        ? iteratorMap(cb, a)\n        : arrayMap(cb, a)\n  }\n})\n","/**\n * Maps over a Map and applies a function\n *\n * @function\n * @since v1.0.2\n * @sig (currentValue, idx, [a]) -> {b} -> [b]\n * @param {Function} cb\n * @param {Map} a\n * @return {Map}\n **/\nimport curry from '../curry'\nimport empty from '../empty'\n\nexport default curry(function map (cb, a) {\n  const r = empty(a)\n  a.forEach((v, k, map) => {\n    r.set(k, cb(v, k, map))\n  })\n  return r\n})\n","/**\n * @function not\n */\nimport curry from './curry'\n\nexport default curry(function not (x) {\n  return !x\n})\n","/**\n * @private\n */\nimport is from '../is'\n\nexport default is('Number')\n","/**\n * @function isNaN\n * @description Checks if number is NAN\n\n */\nimport isNumber from './is'\nimport and from '../and'\n\nexport default function isNan (x) {\n  return and(isNumber(x), isNaN(x))\n};\n","/**\n\n * equals\n * checks for equality\n */\nimport curry from '../curry'\nimport exists from '../exists'\nimport not from '../not'\nimport equals from '../equals'\n\nexport default curry((x, y) => {\n  for (let keyX in x) {\n    // noinspection JSUnfilteredForInLoop\n    if (not(equals(x[keyX], y[keyX]))) return false\n  }\n\n  for (let keyY in y) {\n    if (not(exists(x[keyY])) && exists(y[keyY])) return false\n  }\n\n  return true\n})\n","/**\n * @function fold\n * @private\n *\n */\nimport curry from '../curry'\nimport keys from './keys'\n\nexport default curry(function fold (cb, init, o) {\n  const k = keys(o)\n  let i = -1\n  const l = k.length\n  let r = Object(init)\n  while (++i < l) {\n    r = cb(r, o[k[i]], k[i], o)\n  }\n  return r\n})\n","/**\n\n */\nimport is from '../is'\n\nexport default is('Object')\n","/**\n * Returns the own keys of an object as an Array\n *\n * @function\n * @since v1.0.2\n * @sig a -> [b]\n * @param {Object}\n * @return {Array}\n **/\nimport curry from '../curry'\n\nexport default curry(function keys (a) {\n  return Object.keys(Object(a))\n})\n","/**\n * Maps over an object and applies a function\n *\n * @function\n * @since v1.0.2\n * @sig (currentValue, idx, [a]) -> {b} -> [b]\n * @param {Function} cb\n * @param {Object} a\n * @return {Object}\n **/\nimport curry from '../curry'\nimport empty from '../empty'\nimport keys from './keys'\n\nexport default curry(function map (cb, a) {\n  const k = keys(a)\n  let i = -1\n  const l = k.length\n  const r = empty(a)\n  while (++i < l) {\n    r[k[i]] = cb(a[k[i]], k[i], a)\n  }\n  return r\n})\n","/**\n * @function or\n * @description Returns true if one or the other is true\n */\nimport curry from './curry'\n\nexport default curry(function or (x, y) {\n  return x || y\n})\n","/**\n * @private\n * @function stringConcat\n */\n\nexport default function concat (a, b) { // use function(), arrow function doesn't bind arguments\n  return String(a) + String(b)\n}\n","/**\n\n */\nimport is from '../is'\n\nexport default is('String')\n","/**\n * Maps over a string and applies a function\n *\n * @function\n * @since v1.0.2\n * @sig (currentValue, idx, [a]) -> [a] -> [a]\n * @param {Function} cb\n * @param {Iterable} a\n * @return {Iterable}\n **/\nimport curry from '../curry'\n\nexport default curry(function map (cb, a) {\n  let i = -1\n  const l = a.length\n  let r = ''\n  while (++i < l) {\n    r += cb(a.charAt(i), i, a)\n  }\n  return r\n})\n","/**\n * @function type\n */\nimport curry1 from './_private/curry1'\n\nexport default curry1(function type (x) {\n  return Object.prototype.toString.call(x).slice(8, -1)\n})\n","import curry from 'fun.js/src/curry'\nimport map from 'fun.js/src/map'\nimport fold from 'fun.js/src/fold'\nimport equals from 'fun.js/src/equals'\nimport concat from 'util/concat'\nimport empty from 'util/empty'\nimport dot from 'util/dot'\nimport identity from 'util/identity'\nimport transpose from 'util/transpose'\nimport generate from 'util/generate'\n\n/**\n * @class Matrix\n * @classdesc Matrix applicative providing standard matrix operations\n * @summary The Matrix class should not be instantiated with the new keyword. Instead use the Matrix.of syntax to create a new Matrix. Unfortunatly jsdocs does not allow for the constructor to be hidden.\n * @hidecontructor\n * @see of\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n *\n */\nlet Matrix = function (val) {\n  this.__value = val\n}\n\n/**\n * @memberOf Matrix\n * @property {string} type\n * @type {string}\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n * m.type === 'Matrix'\n */\nMatrix.prototype.type = 'Matrix'\n\n/**\n * @memberOf Matrix\n * @property {number} precision\n * @type {number}\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n * m.precision === 4\n */\nMatrix.prototype.precision = 4\n\n/**\n * @memberOf Matrix\n * @instance\n * @member setPrecision\n * @param precision {number} Set the number of decimals for rounding\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n * m.setPrecision(10)\n * m.precision === 10\n */\nMatrix.prototype.setPrecision = function (precision) {\n  this.precision = precision\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member isSymmetric\n * @returns {boolean}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * true === A.isSymmetric()\n *\n */\nMatrix.prototype.isSymmetric = function () {\n  const a = this.__value\n  const b = Matrix.transpose(this).__value\n  return equals(a, b)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member isSquare\n * @desc Boolean indicating whether this contains a square Matrix\n * @returns {boolean}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * true === A.isSquare()\n *\n */\nMatrix.prototype.isSquare = function () {\n  return equals(this.getCols(), this.getRows())\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member isOrthogonal\n * @param M {Matrix|array}\n * @returns {boolean}\n * @example\n *\n * const result = [[-0.3092, -0.9510], [-0.9510, 0.3092]]\n * const A = Matrix.fromArray(result)\n * true  === A.isOrthogonal()\n */\nMatrix.prototype.isOrthogonal = function () {\n  const AxAt = this.dot(this.transpose())\n  const I = this.identity()\n  return equals(AxAt, I)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member getCols\n * @returns {Number}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getCols()  === 2\n *\n */\nMatrix.prototype.getCols = function () {\n  return this.__value[0].length\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member equals\n * @param M {Matrix|array}\n * @returns {Boolean}\n * @example\n *\n * var a = [[1, 1], [1, 1]]\n * var A = Matrix.of(a)\n * var B = Matrix.of(a)\n * true  === A.equals(B)\n */\nMatrix.prototype.equals = function (M) {\n  return equals(this.__value, M.__value || M)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member getRows\n * @returns {Number}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getRows()  // 2\n */\nMatrix.prototype.getRows = function () {\n  return this.__value.length\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member getShape\n * @returns {Array}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getShape()  // [2, 2]\n */\nMatrix.prototype.getShape = function () {\n  return [this.getRows(), this.getCols()]\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function of\n * @desc Creates a Matrix object and flattens the Matrix\n * @param val {array|function} An array of arrays\n * @returns {Matrix}\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n *\n */\nMatrix.of = function (val) {\n  if (val instanceof Matrix) return val\n  if (this instanceof Matrix) {\n    this.__value = val\n    return this\n  }\n  return new Matrix(val)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member map\n * @description Maps over the rows of the matrix using a map function\n * @param f {function} An iterator function\n * @returns {Matrix}\n * @example\n *\n * const m = Matrix.of([[1, 1], [1, 1]])\n * m.map(x => x.map(y => y+ 1))\n * // [[2, 2], [2, 2]]\n *\n */\nMatrix.prototype.map = function (f) {\n  return Matrix.of(map(f)(this.__value))\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function map\n * @description Static function that maps over the rows of the matrix using a map function\n * @param f {function} An iterator function\n * @param M {Matrix|array} Matrix or array to map\n * @returns {Matrix}\n * @example\n *\n * const m = Matrix.map(x= > x.map(y => y+ 1), [[1, 1], [1, 1]])\n * // [[2, 2], [2, 2]]\n *\n */\nMatrix.map = curry(function (f, M) {\n  return Matrix.of(M).map(f)\n})\n\n/**\n * @memberOf Matrix\n * @instance\n * @member fold\n * @description Reduce the matrix rows using a reduce function\n * @param f {function} A reduce/fold function\n * @returns {Matrix}\n * @example\n *\n * // Flatten Matrix\n * Matrix.of([[1, 1], [1, 1]]).fold((prev, next) => prev.concat(next))\n * // [1, 1, 1, 1]\n */\nMatrix.prototype.fold = function (f) {\n  return Matrix.of(fold(f, [])(this.__value))\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function fold\n * @description Static function to reduce the matrix rows using a reduce function\n * @param f {function} A reduce/fold function\n * @param M {Matrix} The Matrix to reduce\n * @returns {Matrix}\n * @example\n\n * // Sum of all matrix values\n * const reducer = (prev, next) => Number(prev) + next.reduce((acc, x) => acc + x, 0)\n * const A = Matrix.of([[1, 1], [1, 1]]\n * Matrix.fold(reducer, A)\n * // 4\n */\nMatrix.fold = curry(function (f, M) {\n  return Matrix.of(M).fold(f)\n})\n\n/**\n * @memberOf Matrix\n * @instance\n * @member ap\n * @description Applies a Matrix to a function\n * @param M {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const f = x => x.reduce((prev, next) => prev + next)\n * const A = Matrix.of([[1, 2, 3], [4, 5, 6], [7, 8, 9]])\n * Matrix.of(f).ap(M)\n * // [[6], [15], [24]\n */\nMatrix.prototype.ap = function (M) {\n  return Matrix.of(M).map(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function ap\n * @description Applies a Matrix to a function\n * @param f {function}\n * @param M {Matrix|array}\n * @returns {Matrix}\n * @example\n *\n * const f = x => x.reduce((prev, next) => prev + next)\n * Matrix.ap(f, [[1, 2, 3], [4, 5, 6], [7, 8, 9]])\n * // [[6], [15], [24]\n */\nMatrix.ap = curry(function (f, M) {\n  return Matrix.of(f).ap(M)\n})\n\n/**\n * @memberOf Matrix\n * @instance\n * @member concat\n * @description Concatenates 2 Matrices using a function as operator\n * @param M {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const a = [[0, 1, 1], [2, 3, 4]]\n * const b = [[2, 2, 2], [3, 3, 3]]\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n * const M = A.concat(B)\n * // [[0, 1, 1, 2, 2, 2], [2, 3, 4, 3, 3, 3]]\n *\n */\nMatrix.prototype.concat = function (M, f = concat) {\n  return Matrix.of(this).map(f(M))\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function concat\n * @description Concatenates 2 Matrices using a function as operator\n * @param A {Matrix}\n * @param B {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const a = [[0, 1, 1], [2, 3, 4]]\n * const b = [[2, 2, 2], [3, 3, 3]]\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n * const M = Matrix.concat(A, B)\n * // [[0, 1, 1, 2, 2, 2], [2, 3, 4, 3, 3, 3]]\n *\n */\nMatrix.concat = curry(function (A, B, f = concat) {\n  return Matrix.of(A).map(f(B))\n})\n\n/**\n * @memberOf Matrix\n * @instance\n * @member empty\n * @description Return an empty Matrix from an existing Matrix\n * @returns {Matrix}\n */\nMatrix.prototype.empty = function () {\n  return Matrix.of(this).map(empty)\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function empty\n * @description Return an empty Matrix from an existing Matrix\n * @param rows {number}\n * @param cols {number}\n * @returns {Matrix}\n */\nMatrix.empty = curry(function (rows = 0, cols = 0) {\n  const m = generate(rows, cols) // Array.apply(null, Array(rows)).map(x => Array.apply(null, Array(cols)))\n  return Matrix.of(m).map(empty)\n})\n\n// #### #### #### //\n\n/**\n * @memberOf Matrix\n * @instance\n * @member identity\n * @desc Returns an identity matrix\n * @returns {Matrix}\n * @example\n *\n * const a = [[1, 2, 3], [4, 5, 6]]\n * const A = Matrix.of(a)\n * const Aidentity = A.identity()\n * // [[1, 0, 0], [0, 1, 0]]\n *\n*/\nMatrix.prototype.identity = function () {\n  return Matrix.of(identity).ap(this)\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function identity\n * @desc Returns an identity matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.identity(3, 2)\n * // [[1, 0, 0], [0, 1, 0]]\n *\n */\nMatrix.identity = function (rows, cols) {\n  const m = generate(rows, cols) // Array.apply(null, Array(rows)).map(x => Array.apply(null, Array(cols)))\n  return Matrix.of(identity).ap(m)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member combine\n * @see Matrix.concat\n * @param M\n * @returns {Matrix}\n */\nMatrix.prototype.combine = function (M) {\n  return Matrix.of(this).concat(Matrix.of(M), concat)\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function combine\n * @see Matrix.concat\n * @param M\n * @returns {Matrix}\n */\nMatrix.combine = function (A, B) {\n  return Matrix.of(A).concat(Matrix.of(B), concat)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member dot\n * @description Returns the dot product between 2 matrices\n * @param M\n * @param f\n * @returns {Matrix}\n * @example\n *\n * // Create matrix\n * const m = Matrix.of([[1, 2], [3, 4]])\n *\n * // Generate identity matrix\n * const I  = m.identity() // [[1, 0], [0, 1]]\n *\n * if(m.dot(I).equals(m)) {\n *    console.log('Dot product with identity matrix returns the same matrix')\n * }\n *\n */\nMatrix.prototype.dot = function (M) {\n  return Matrix.of(this).concat(Matrix.of(M), dot(this.precision))\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function dot\n * @description Returns the dot product between 2 matrices\n * @param M\n * @returns {Matrix}\n * @example\n * const a = [[1, 2, 3], [4, 5, 6]]\n * const b = [[7, 8], [9, 10], [11, 12]]\n *\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n *\n * Matrix.dot(A, B) // [[58, 64], [139, 154]]\n *\n */\nMatrix.dot = function (A, B) {\n  return Matrix.of(A).dot(Matrix.of(B))\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member fill\n * @desc Fill up an empty matrix with the provided map function\n * @param f\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).fill(x => 42)\n * // [[42,42,42], [42,42,42], [42,42,42]]\n *\n */\nMatrix.prototype.fill = function (f) {\n  return Matrix.of(this).map(map(x => f(x)))\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member zeros\n * @desc Fill up an empty matrix with zeros\n * @returns {Matrix}\n *\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).zeros()\n * // [[0,0,0], [0,0,0], [0,0,0]]\n *\n */\nMatrix.prototype.zeros = function () {\n  return Matrix.of(this).fill(x => 0)\n}\n\n/**\n * @memberOf Matrix\n * @function zeros\n * @desc Fill up an empty matrix with zeros\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.zeros(3, 3)\n * // [[0,0,0], [0,0,0], [0,0,0]]\n *\n */\nMatrix.zeros = function (rows, cols) {\n  const m = generate(rows, cols)\n  return Matrix.of(m).fill(x => 0)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member ones\n * @desc Fill up an empty matrix with ones\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).ones()\n * // [[1,1,1], [1,1,1], [1,1,1]]\n *\n */\nMatrix.prototype.ones = function () {\n  return Matrix.of(this).fill(x => 1)\n}\n\n/**\n * @memberOf Matrix\n * @function ones\n * @desc Fill up an empty matrix with ones\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.ones(1, 1)\n * // [[1,1,1], [1,1,1], [1,1,1]]\n *\n */\nMatrix.ones = function (rows, cols) {\n  const m = generate(rows, cols)\n  return Matrix.of(m).fill(x => 1)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member random\n * @desc Fill up an empty matrix with random values\n * @param {function} [f = e => Math.random() * 2 - 1]\n * @returns {Matrix}\n */\nMatrix.prototype.random = function (f = e => Math.random() * 2 - 1) {\n  return Matrix.of(this).fill(f)\n}\n\n/**\n * @memberOf Matrix\n * @function random\n * @desc Fill up an empty matrix with random numbers\n * @param f {function} Function which returns random values. Default random values are between -1 and 1\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n */\nMatrix.random = function (f = e => (Math.random() * 2 - 1), rows, cols) {\n  const m = generate(rows, cols)\n  return Matrix.of(m).fill(f)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member toArray\n * @desc Returns the array from the matrix\n * @returns {Array}\n */\nMatrix.prototype.toArray = function () {\n  return this.__value.map(row => row.map(col => col))\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member clone\n * @desc Returns a clone of the matrix\n * @returns {Matrix}\n */\nMatrix.prototype.clone = function () {\n  return Matrix.fromArray(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member fromArray\n * @desc Returns a Matrix from an array\n * @returns {Array}\n */\nMatrix.fromArray = function (arr) {\n  return Matrix.of(map(row => map(col => col)(row))(arr))\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member transpose\n * @desc Returns a transposed Matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([-1, 2], [3, 4], [-8, 2])\n * const b = A.transpose().toArray()\n * // returns [[-1, 3,-8], [2, 4, 2]]\n */\nMatrix.prototype.transpose = function () {\n  return Matrix.of(fold(transpose, [], this.__value))\n}\n\n/**\n * @memberOf Matrix\n * @function transpose\n * @desc Returns a transposed Matrix\n * @param M {Matrix|array} A Matrix or a matrix array\n * @returns {Matrix}\n * @example\n *\n * const a = [-1, 2], [3, 4], [-8, 2]\n * const b = Matrix.transpose(a).toArray()\n * // returns [[-1, 3,-8], [2, 4, 2]]\n */\nMatrix.transpose = function (M) {\n  return Matrix.of(M).transpose()\n}\n\n/**\n * @memberOf Matrix\n * @member add\n * @instance\n * @param M {Matrix|number} Add a Matrix or a number\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.add(1) // [[6, 5]]\n * const B = Matrix.of([[5, 5]])\n * B.add(B) // [[10, 10]]\n *\n */\nMatrix.prototype.add = function (M) {\n  if (M instanceof Matrix) {\n    if (this.getCols() !== M.getCols() || this.getRows() !== M.getRows()) {\n      throw new Error('Matrices do not match, cannot add')\n    }\n    return this.map((row, idx) => map((val, jdx) => val + M.__value[idx][jdx])(row))\n  } else {\n    return this.map(map(x => x + M))\n  }\n}\n\n/**\n * @memberOf Matrix\n * @member subtract\n * @instance\n * @param M {Matrix|number} Subtract a Matrix or a number\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.subtract(1) // [[4, 2]]\n * const B = Matrix.of([[5, 5]])\n * B.subtract(B) // [[0, 0]]\n *\n */\nMatrix.prototype.subtract = function (M) {\n  if (M instanceof Matrix) {\n    if (this.getCols() !== M.getCols() || this.getRows() !== M.getRows()) {\n      throw new Error('Matrices do not match, cannot subtract')\n    }\n    return this.map((row, idx) => map((val, jdx) => val - M.__value[idx][jdx])(row))\n  } else {\n    return this.map(map(x => x - M))\n  }\n}\n\n/**\n * @memberOf Matrix\n * @member multiply\n * @instance\n * @desc Mutliply a scalar or a mtraix with a matrix. Throws an error if the multiplication is not possible.\n * @param M {Matrix|number}\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.multiply(2) // [[10, 8]]\n * const B = Matrix.of([[5, 5]])\n * B.multiply(B) // [[25, 25]]\n *\n */\nMatrix.prototype.multiply = function (M) {\n  if (M instanceof Matrix) {\n    if (this.getCols() !== M.getCols() || this.getRows() !== M.getRows()) {\n      console.log('Use static method \\'dot\\' to do matrix multiplication')\n      throw new Error('Matrices do not match, cannot create hadamard product')\n    }\n    return this.map((row, idx) => map((col, jdx) => col * M.__value[idx][jdx])(row))\n  } else {\n    return this.map(map(x => x * M))\n  }\n}\n\n/**\n * @memberOf Matrix\n * @member additiveinverse\n * @instance\n * @desc Function that returns the matrix obtained by changing the sign of every matrix element. The additive inverse of matrix A is written –A.\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5,-5], [-4, 4]])\n * const minusA = A.additiveinverse()\n * // [[-5, 5], [4, -4]]\n */\nMatrix.prototype.additiveinverse = function () {\n  return Matrix.of(this).multiply(-1)\n}\n\n/**\n * @memberOf Matrix\n * @member hadamard\n * @instance\n * @see multiply\n * @param M\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.hadamard(2) // [[10, 8]]\n * const B = Matrix.of([[5, 5]])\n * B.hadamard(B) // [[25, 25]]\n\n */\nMatrix.prototype.hadamard = function (M) {\n  return Matrix.of(this).multiply(M)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member lu\n * @desc Calculates LU decomposition of the current Matrix\n * @returns {Matrix[]}\n * @example\n *\n * const result = [[3, -7, -2, 2], [-3, 5, 1, 0], [6, -4, 0, -5], [-9, 5, -5, 12]]\n * const A = Matrix.fromArray(result)\n * const lu = A.lu()\n * // L.__value = [ [ 1, 0, 0, 0 ], [ -1, 1, 0, 0 ], [ 2, -5, 1, 0 ], [ -3, 8, 3, 1 ] ]\n * // U.__value =  [ [ 3, -7, -2, 2 ], [ 0, -2, -1, 2 ], [ 0, 0, -1, 1 ], [ 0, 0, 0, -1 ] ]\n * Matrix.dot(lu[0], lu[1]) // returns clone of A\n *\n */\nMatrix.prototype.lu = function () {\n  const n = this.getRows()\n  const tol = 1e-6\n  const A = this.clone()\n  const L = this.zeros()\n  const U = this.zeros()\n\n  for (let k = 0; k < n; ++k) {\n    if (Math.abs(A.__value[k][k]) < tol) throw Error('Cannot proceed without a row exchange')\n    L.__value[k][k] = 1\n    for (let i = k + 1; i < n; ++i) {\n      L.__value[i][k] = A.__value[i][k] / A.__value[k][k]\n      for (let j = k + 1; j < n; ++j) {\n        A.__value[i][j] = A.__value[i][j] - L.__value[i][k] * A.__value[k][j]\n      }\n    }\n    for (let l = k; l < n; ++l) {\n      U.__value[k][l] = A.__value[k][l]\n    }\n  }\n  return [L, U]\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member rref\n * @returns {Matrix|array}\n * @example\n *\n * var A = Matrix.of([[-1, 1], [-1, 0], [0, -1], [-1, -2]])\n * A.rref() //  [ [ 1, 0 ], [ -0, 1 ], [ 0, 0 ], [ 0, 0 ] ]\n */\nMatrix.prototype.rref = function () {\n  let lead = 0\n  const resultMatrix = this.clone()\n\n  for (let r = 0; r < this.getRows(); ++r) {\n    if (this.getCols() <= lead) {\n      return resultMatrix\n    }\n    let i = r\n    while (resultMatrix.__value[i][lead] === 0) {\n      ++i\n      if (this.getRows() === i) {\n        i = r\n        ++lead\n        if (this.getCols() === lead) {\n          return resultMatrix\n        }\n      }\n    }\n\n    let tmp = resultMatrix.__value[i]\n    resultMatrix.__value[i] = resultMatrix.__value[r]\n    resultMatrix.__value[r] = tmp\n\n    let val = resultMatrix.__value[r][lead]\n    for (let j = 0; j < this.getCols(); ++j) {\n      resultMatrix.__value[r][j] /= val\n    }\n\n    for (let i = 0; i < this.getRows(); ++i) {\n      if (i === r) continue\n      val = resultMatrix.__value[i][lead]\n      for (let j = 0; j < this.getCols(); ++j) {\n        resultMatrix.__value[i][j] -= val * resultMatrix.__value[r][j]\n      }\n    }\n    lead++\n  }\n  return resultMatrix\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member solve\n * @param b\n * @returns {Array}\n * @example\n *\n * // Solve xA = b\n * // 5x + y  = 7\n * // 3x - 4y = 18\n * // Solution for x and y:\n * // x = 2\n * // y = -3\n *\n * const A = Matrix.of([[5, 1], [3, -4]])\n * const solveA = A.solve([7, 18]) // [2, -3]\n *\n */\nMatrix.prototype.solve = function (b) {\n  const A = this.clone()\n  const LU = A.lu()\n  const L = LU[0]\n  const U = LU[1]\n  const n = this.getRows()\n  let s = 0\n  const c = []\n  const x = []\n\n  for (let k = 0; k < n; ++k) {\n    for (let j = 0; j < k; ++j) {\n      s = s + L.__value[k][j] * c[j]\n    }\n    c[k] = b[k] - s\n    s = 0\n  }\n  for (let a = n - 1; a > -1; --a) {\n    let t = 0\n    for (let b = a + 1; b < n; ++b) {\n      t = t + U.__value[a][b] * x[b]\n    }\n    x[a] = (c[a] - t) / U.__value[a][a]\n  }\n  return x\n}\n\n/**\n * @memberOf Matrix\n * @member inverse\n * @instance\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1, 1], [2, 4]]).inverse()\n * // [ [ 2, -0.5 ], [ -1, 0.5 ] ]\n *\n */\nMatrix.prototype.inverse = function () {\n  const A = this.clone()\n  const I = A.identity()\n  const Inv = A.concat(I).rref()\n\n  const result = Inv.__value.reduce((result, x, idx) => {\n    const half = x.length / 2\n    result.push(x.slice(half, x.length))\n    return result\n  }, [])\n  return Matrix.of(result)\n}\n\n/**\n * @memberOf Matrix\n * @member rank\n * @instance\n * @returns {Number}\n */\nMatrix.prototype.rank = function () {\n  const rref = this.rref()\n  let result = 0\n  for (let i = 0; i < rref.getCols(); ++i) {\n    result += rref.__value[i][i]\n  }\n  return result\n}\n\n/**\n * @memberOf Matrix\n * @member dimension\n * @instance\n * @see rank\n * @returns {Number}\n */\nMatrix.prototype.dimension = function () {\n  return this.rank()\n}\n\n/**\n * @memberOf Matrix\n * @member diag\n * @instance\n * @desc Returns an array containing the values on the diagonal\n * @returns {Array}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).diag()\n * // [1, 1, 1]\n *\n * const diag0 = Matrix.zeros(5, 5).diag()\n * // [0, 0, 0, 0, 0]\n *\n */\nMatrix.prototype.diag = function () {\n  return fold((acc, x, idx) => {\n    return acc.concat(x[idx])\n  })([])(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @function diag\n * @desc Returns an array containing the values on the diagonal\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Array}\n * @example\n *\n * const diag1 = Matrix.diag([[2, 1], [1, 5]])\n * // [2, 5]\n *\n */\nMatrix.diag = function (M) {\n  return Matrix.of(M).diag()\n}\n\n/**\n * @memberOf Matrix\n * @member diagproduct\n * @instance\n * @desc Returns the product of the values on the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).diagproduct()\n * // 1\n *\n * const diag0 = Matrix.zeros(5, 5).diagproduct()\n * // 0\n *\n */\nMatrix.prototype.diagproduct = function () {\n  return fold((acc, x, idx) => {\n    acc *= x[idx]\n    return acc\n  })(1)(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @function diagproduct\n * @desc Returns the product of the values on the diagonal\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.diagproduct([[2, 1], [1, 5]])\n * // 10\n *\n */\nMatrix.diagproduct = function (M) {\n  return Matrix.of(M).diagproduct()\n}\n\n/**\n * @memberOf Matrix\n * @member sum\n * @instance\n * @desc Returns the sum of the values in the Matrix\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).sum()\n * // 9\n *\n * const diag0 = Matrix.zeros(5, 5).sum()\n * // 0\n *\n */\nMatrix.prototype.sum = function () {\n  return fold((acc, x) => {\n    acc += fold((prev, next) => prev + next)(0)(x)\n    return acc\n  })(0)(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @function sum\n * @desc Returns the sum of the values in the Matrix\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.sum([[2, 1], [1, 5]])\n * // 9\n *\n */\nMatrix.sum = function (M) {\n  return Matrix.of(M).sum()\n}\n\n/**\n * @memberOf Matrix\n * @member kronecker\n * @instance\n * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.\n * @param M {Matrix} The right side Matrix of the product (this ⊗ M)\n * @returns {Matrix}\n */\nMatrix.prototype.kronecker = function (M) {\n  const m = this.getRows()\n  const n = this.getCols()\n  const p = M.getRows()\n  const q = M.getCols()\n\n  const left = this.__value\n  const right = M.__value\n\n  const frame = generate(m * p, n * q)\n\n  for (var i = 0; i < m; i++) {\n    for (var j = 0; j < n; j++) {\n      for (var k = 0; k < p; k++) {\n        for (var l = 0; l < q; l++) {\n          frame[p * i + k][q * j + l] = left[i][j] * right[k][l]\n        }\n      }\n    }\n  }\n  return Matrix.of(frame)\n}\n\n/**\n * @memberOf Matrix\n * @function kronecker\n * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.\n * @param A {Matrix} The left side Matrix of the product (A ⊗ B)\n * @param B {Matrix} The right side Matrix of the product (A ⊗ B)\n * @returns {Matrix}\n */\nMatrix.kronecker = function (A, B) {\n  return Matrix.of(A).kronecker(B)\n}\n\nexport default Matrix\n","import curry from 'fun.js/src/curry'\nimport concat from 'fun.js/src/concat'\n\n/**\n * @function concat\n * @param M {Matrix}\n * @param m {Array}\n * @param idx {number}\n * @returns {Array}\n */\nexport default curry(function (M, m, idx) {\n  return concat(m, M.__value[idx])\n})\n","import curry from 'fun.js/src/curry'\nimport fold from 'fun.js/src/fold'\nimport map from 'fun.js/src/map'\nimport round from './round'\n\n/**\n * @function dot\n * @param B {Matrix}\n * @param a {Array}\n * @returns {Array}\n */\nexport default curry((decimals, B, a) => map((item, i) => {\n  return fold((acc, x, j) => {\n    acc += round(x * B.__value[j][i], decimals)\n    return acc\n  }, 0)(a)\n})(B.__value[0]))\n","import curry from 'fun.js/src/curry'\n\nexport default curry(m => [])\n","/**\n * @function generate\n * @desc Generator function for a matrix array, values are set to undefined\n * @param rows {number}\n * @param cols {number}\n * @returns {any[][]}\n */\nexport default (rows, cols) => Array.apply(null, Array(rows)).map(x => Array.apply(null, Array(cols)))\n","import map from 'fun.js/src/map'\n\n/**\n * @function identity\n * @desc Creates an identiy matrix from an empty array\n * @param m {Array}\n * @param idx {number}\n * @return {Matrix}\n */\nexport default (m, idx) => map((rows, jdx) => (idx === jdx) * 1)(m)\n","/**\n * @function round\n * @param value {number}\n * @param decimals {number}\n * @returns {Number}\n */\nexport default function round (value, decimals) {\n  return Number(Math.round(value + 'e' + decimals) + 'e-' + decimals)\n}\n","import map from 'fun.js/src/map'\nimport curry from 'fun.js/src/curry'\n\n/**\n * @function transpose\n * @desc Transposes a array of arrays using the Matrix.map function\n * @param m {Array}\n * @param idx {number}\n * @return {Matrix}\n */\nexport default curry((prev, next) => map((item, i) => (prev[i] || []).concat(next[i]))(next))\n"],"sourceRoot":""}
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autocurried function\n * @param {*} Object to verifiy\n * @return {boolean}\n * @since 1.0.2\n * @example\n *\n * const result = isArray([1,1,1])\n * // result = true\n */\n\nimport is from '../is'\n\nexport default is('Array')\n","/**\n * @function map\n * @description Maps over an array and applies a function\n * @param {Function} cb\n * @param {Iterable} a\n * @return {Iterable}\n * @since v1.0.2\n * @example\n *\n *  const result = map(identity, [0,2,3])\n *  // result = [0,2,3]\n *  const add2 = add(2)\n *  const result = map(add2, [0,2,3])\n *  // result = [2,4,5]\n **/\nimport curry from '../curry'\n\nexport default curry(function map (cb, a) {\n  let i = -1\n  const l = a.length\n  const r = new Array(l)\n  while (++i < l) {\n    r[i] = cb(a[i], i, a)\n  }\n  return r\n})\n","/**\n * Curried function that verifies of the provided argument is a boolean\n *\n * @private\n * @function is\n * @description Curried function that verifies of the provided argument is a boolean\n * @since v1.0.2\n * @param {*} Item to verify\n * @return {boolean}\n **/\nimport is from '../is'\n\nexport default is('Boolean')\n","/**\n * Concatenates 2 items together\n *\n * @function concat\n * @description Concatenates 2 items together\n * @since v1.0.4\n * @param {a} a - Left side of the concatenation\n * @param {a} b - right side of the concatenation\n * @return {a} Concatenated item\n **/\n\nimport curry from './curry'\nimport arrayConcat from './array/concat'\nimport stringConcat from './string/concat'\nimport type from './type'\n\nexport default curry(function concat (a, b) {\n  const typeMap = {\n    'String': stringConcat,\n    'Array': arrayConcat\n  }\n  return typeMap[type(a)](a, b)\n})\n","/* eslint-disable no-use-before-define */\n/**\n * @function curry\n * @description Autocurries the provided function\n */\nexport default function curry (fun) {\n  const argslen = fun.length\n\n  if (argslen === 0) {\n    return fun\n  }\n  return createRecurser([])\n\n  function recurse (acc, args) {\n    const _acc = acc.concat(args)\n    return _acc.length < argslen\n      ? createRecurser(_acc)\n      : fun.apply(this, _acc)\n  }\n\n  function createRecurser (acc) {\n    return function () {\n      return recurse(acc, Array.prototype.slice.call(arguments))\n    }\n  }\n}\n","/**\n * Created by dierickx.len on 01/04/2017.\n */\n/**\n * Created by dierickx.len on 01/04/2017.\n */\nimport is from '../is'\n\nexport default is('Date')\n","/**\n\n * @function empty\n * @description Returns the empty equivalent of the first argument\n */\n\nexport default function empty (x) {\n  return new x.constructor()\n};\n","/**\n\n * @function equals\n * @description Autocurried function that checks for equality of 2 items\n * @param {*} x - Left side of the equality check\n * @param {*} y - Right side of the equality check\n * @return {boolean}\n * @example\n *\n * const nan = Number.NaN\n * equal(nan, nan) // returns true\n *\n * const arr1 = [0, 1, 2, 3]\n * const arr2 = [null, 1, 2, 3]\n * equals(arr1, arr2) // returns false\n *\n * equals(new Object({'a': 0, 'b': 1}), {'a': 0, 'b': 1}) // true\n *\n */\nimport curry from './curry'\nimport exists from './exists'\nimport identical from './identical'\nimport type from './type'\nimport not from './not'\nimport or from './or'\nimport isObject from './object/is'\nimport isArray from './array/is'\nimport isBoolean from './boolean/is'\nimport isNumber from './number/is'\nimport isString from './string/is'\nimport isDate from './date/is'\nimport equalsArray from './array/equals'\nimport equalsObject from './object/equals'\n\nexport default curry(function equals (x, y) {\n  if (identical(x, y)) return true\n\n  if (type(x) !== type(y)) return false\n\n  if (or(not(exists(x)), not(exists(y)))) return false\n\n  if (x.constructor !== y.constructor) return false\n\n  if (isString(x) || isBoolean(x) || isNumber(x) || isDate(x)) {\n    return identical(x.valueOf(), y.valueOf())\n  }\n  if (isArray(x)) {\n    return equalsArray(x, y)\n  } else if (isObject(x)) {\n    return equalsObject(x, y)\n  }\n  return false\n})\n","/**\n * @function exists\n */\nexport default function exists (x) {\n  return !(x == null)\n};\n","/**\n * Returns a single item by iterating over an array like object and call a function on each item\n *\n * @function fold\n * @description Returns a single item by iterating over an array like object and call a function on each item\n * @since v1.0.2\n * @sig ((a, b, c, a) → a) → a → [b] → a\n * @param {Function} cb receives 4 values: the accumulator, the item, the index, and the initial value.\n * @param {*} a is the initial value\n * @param {*} [b] the array like item to iterate over\n * @return {*} a is the accumulated value\n **/\n\nimport curry from './curry'\nimport arrayFold from './array/fold'\nimport objectFold from './object/fold'\nimport type from './type'\n\nexport default curry(function fold (cb, init, a) {\n  const typeMap = {\n    'Object': objectFold,\n    'Array': arrayFold\n  }\n  // if (a.next) {\n  //   return iterableFold(cb, init, a)\n  // }\n  // if (type(Symbol) !== 'undefined' && a[Symbol.iterator]) {\n  //   return iterableFold(cb, init, a[Symbol.iterator]())\n  // }\n  return typeMap[type(a)](cb, init, a)\n})\n\n// function iterableFold (cb, acc, gen) {\n//   let step = gen.next()\n//   while (!step.done) {\n//     acc = cb(acc, step.value)\n//     step = gen.next()\n//   }\n//   return acc\n// }\n","/**\n\n * @function identical\n * @description checks for identintical items\n */\nimport curry from './curry'\nimport isNan from './number/isNan'\n\nexport default curry(function identical (x, y) {\n  if (x === 0 && y === 0) {\n    return 1 / x === 1 / y\n  }\n  if (x === y) {\n    return true\n  }\n  return !!(isNan(x) && isNan(y))\n})\n","/**\n * @function is\n * @description Verifies the type of the provided argument\n *\n */\n\nimport curry from './curry'\nimport type from './type'\n\nexport default curry(function is (Ctor, val) {\n  return type(val) === Ctor\n})\n","/**\n * Created by dierickx.len on 01/04/2017.\n */\nimport is from '../is'\nconst isFunction = is('Function')\n\nexport default function isIter (iter) {\n  return isFunction(iter[Symbol.iterator])\n}\n","/**\n * Maps over an Iterator and applies a function\n *\n * @function\n * @since v1.0.3\n * @sig (currentValue, idx, [a]) -> {b} -> [b]\n * @param {Function} cb\n * @param {Iterator} a\n * @return {Iterator}\n **/\nimport curry from '../curry'\n\nexport default curry(function map (callback, iterator) {\n  let r = []\n  for (let nextValue = iterator.next(); nextValue.done !== true; nextValue = iterator.next()) {\n    r.push(callback(iterator.value()))\n  }\n  return r\n})\n","/**\n * Maps over an iterable and applies a function\n *\n * @function map\n * @description Autocurried function which maps over an iterable.\n * @since v1.0.2\n * @sig (currentValue, idx, [a]) -> b -> b\n * @param {Function} cb\n * @param {Iterable} a\n * @return {Iterable}\n **/\nimport curry from './curry'\nimport arrayMap from './array/map'\nimport objectMap from './object/map'\nimport mapMap from './map/map'\nimport stringMap from './string/map'\nimport iteratorMap from './iterator/map'\nimport type from './type'\nimport isIterator from './iterator/is'\n\nexport default curry(function map (cb, a) {\n  switch (type(a)) {\n    case 'Function':\n      return curry(function () {\n        return cb.call(this, a.apply(this, arguments))\n      })\n    case 'Object':\n      return objectMap(cb, a)\n    case 'String':\n      return stringMap(cb, a)\n    case 'Map':\n      return mapMap(cb, a)\n    case 'Array':\n      return arrayMap(cb, a)\n    default:\n      return isIterator(a)\n        ? iteratorMap(cb, a)\n        : arrayMap(cb, a)\n  }\n})\n","/**\n * Maps over a Map and applies a function\n *\n * @function\n * @since v1.0.2\n * @sig (currentValue, idx, [a]) -> {b} -> [b]\n * @param {Function} cb\n * @param {Map} a\n * @return {Map}\n **/\nimport curry from '../curry'\nimport empty from '../empty'\n\nexport default curry(function map (cb, a) {\n  const r = empty(a)\n  a.forEach((v, k, map) => {\n    r.set(k, cb(v, k, map))\n  })\n  return r\n})\n","/**\n * @function not\n */\nimport curry from './curry'\n\nexport default curry(function not (x) {\n  return !x\n})\n","/**\n * @private\n */\nimport is from '../is'\n\nexport default is('Number')\n","/**\n * @function isNaN\n * @description Checks if number is NAN\n\n */\nimport isNumber from './is'\nimport and from '../and'\n\nexport default function isNan (x) {\n  return and(isNumber(x), isNaN(x))\n};\n","/**\n\n * equals\n * checks for equality\n */\nimport curry from '../curry'\nimport exists from '../exists'\nimport not from '../not'\nimport equals from '../equals'\n\nexport default curry((x, y) => {\n  for (let keyX in x) {\n    // noinspection JSUnfilteredForInLoop\n    if (not(equals(x[keyX], y[keyX]))) return false\n  }\n\n  for (let keyY in y) {\n    if (not(exists(x[keyY])) && exists(y[keyY])) return false\n  }\n\n  return true\n})\n","/**\n * @function fold\n * @private\n *\n */\nimport curry from '../curry'\nimport keys from './keys'\n\nexport default curry(function fold (cb, init, o) {\n  const k = keys(o)\n  let i = -1\n  const l = k.length\n  let r = Object(init)\n  while (++i < l) {\n    r = cb(r, o[k[i]], k[i], o)\n  }\n  return r\n})\n","/**\n\n */\nimport is from '../is'\n\nexport default is('Object')\n","/**\n * Returns the own keys of an object as an Array\n *\n * @function\n * @since v1.0.2\n * @sig a -> [b]\n * @param {Object}\n * @return {Array}\n **/\nimport curry from '../curry'\n\nexport default curry(function keys (a) {\n  return Object.keys(Object(a))\n})\n","/**\n * Maps over an object and applies a function\n *\n * @function\n * @since v1.0.2\n * @sig (currentValue, idx, [a]) -> {b} -> [b]\n * @param {Function} cb\n * @param {Object} a\n * @return {Object}\n **/\nimport curry from '../curry'\nimport empty from '../empty'\nimport keys from './keys'\n\nexport default curry(function map (cb, a) {\n  const k = keys(a)\n  let i = -1\n  const l = k.length\n  const r = empty(a)\n  while (++i < l) {\n    r[k[i]] = cb(a[k[i]], k[i], a)\n  }\n  return r\n})\n","/**\n * @function or\n * @description Returns true if one or the other is true\n */\nimport curry from './curry'\n\nexport default curry(function or (x, y) {\n  return x || y\n})\n","/**\n * @private\n * @function stringConcat\n */\n\nexport default function concat (a, b) { // use function(), arrow function doesn't bind arguments\n  return String(a) + String(b)\n}\n","/**\n\n */\nimport is from '../is'\n\nexport default is('String')\n","/**\n * Maps over a string and applies a function\n *\n * @function\n * @since v1.0.2\n * @sig (currentValue, idx, [a]) -> [a] -> [a]\n * @param {Function} cb\n * @param {Iterable} a\n * @return {Iterable}\n **/\nimport curry from '../curry'\n\nexport default curry(function map (cb, a) {\n  let i = -1\n  const l = a.length\n  let r = ''\n  while (++i < l) {\n    r += cb(a.charAt(i), i, a)\n  }\n  return r\n})\n","/**\n * @function type\n */\nimport curry1 from './_private/curry1'\n\nexport default curry1(function type (x) {\n  return Object.prototype.toString.call(x).slice(8, -1)\n})\n","import curry from 'fun.js/src/curry'\nimport map from 'fun.js/src/map'\nimport fold from 'fun.js/src/fold'\nimport equals from 'fun.js/src/equals'\nimport concat from './util/concat'\nimport empty from './util/empty'\nimport dot from './util/dot'\nimport identity from './util/identity'\nimport transpose from './util/transpose'\nimport generate from './util/generate'\n// import gpumap from 'util/gpumap'\n// import gpufold from 'util/gpufold'\n// import gpuproduct from 'util/gpuproduct'\n\n/**\n * @class Matrix\n * @classdesc Matrix applicative providing standard matrix operations\n * @summary The Matrix class should not be instantiated with the new keyword. Instead use the Matrix.of syntax to create a new Matrix. Unfortunatly jsdocs does not allow for the constructor to be hidden.\n * @hidecontructor\n * @see of\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n *\n */\nlet Matrix = function (val) {\n  this.__value = val\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.of\n * @desc Creates a Matrix object and flattens the Matrix\n * @param val {array|function} An array of arrays\n * @returns {Matrix}\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n *\n */\nMatrix.of = function (val) {\n  if (val instanceof Matrix) return val\n  if (this instanceof Matrix) {\n    this.__value = val\n    return this\n  }\n  return new Matrix(val)\n}\n\n/**\n * @memberOf Matrix\n * @property {string} type\n * @type {string}\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n * m.type === 'Matrix'\n */\nMatrix.prototype.type = 'Matrix'\n\n/**\n * @memberOf Matrix\n * @property {number} precision\n * @type {number}\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n * m.precision === 4\n */\nMatrix.prototype.precision = 4\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#setPrecision\n * @param precision {number} Set the number of decimals for rounding\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n * m.setPrecision(10)\n * m.precision === 10\n */\nMatrix.prototype.setPrecision = function (precision) {\n  this.precision = precision\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member isSymmetric\n * @returns {boolean}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * true === A.isSymmetric()\n *\n */\nMatrix.prototype.isSymmetric = function () {\n  const a = this.__value\n  const b = Matrix.transpose(this).__value\n  return equals(a, b)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#isSquare\n * @desc Boolean indicating whether this contains a square Matrix\n * @returns {boolean}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * true === A.isSquare()\n *\n */\nMatrix.prototype.isSquare = function () {\n  return equals(this.getCols(), this.getRows())\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#isOrthogonal\n * @param M {Matrix|array}\n * @returns {boolean}\n * @example\n *\n * const result = [[-0.3092, -0.9510], [-0.9510, 0.3092]]\n * const A = Matrix.fromArray(result)\n * true  === A.isOrthogonal()\n */\nMatrix.prototype.isOrthogonal = function () {\n  const AxAt = this.dot(this.transpose())\n  const I = this.identity()\n  return equals(AxAt, I)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#getCols\n * @returns {Number}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getCols()  === 2\n *\n */\nMatrix.prototype.getCols = function () {\n  return this.__value[0].length\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#equals\n * @param M {Matrix|array}\n * @returns {Boolean}\n * @example\n *\n * var a = [[1, 1], [1, 1]]\n * var A = Matrix.of(a)\n * var B = Matrix.of(a)\n * true  === A.equals(B)\n */\nMatrix.prototype.equals = function (M) {\n  return equals(this.__value, M.__value || M)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#getRows\n * @returns {Number}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getRows()  // 2\n */\nMatrix.prototype.getRows = function () {\n  return this.__value.length\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#getShape\n * @returns {Array}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getShape()  // [2, 2]\n */\nMatrix.prototype.getShape = function () {\n  return [this.getRows(), this.getCols()]\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#map\n * @description Maps over the rows of the matrix using a map function\n * @param f {function} An iterator function\n * @returns {Matrix}\n * @example\n *\n * const m = Matrix.of([[1, 1], [1, 1]])\n * m.map(x => x.map(y => y+ 1))\n * // [[2, 2], [2, 2]]\n *\n */\nMatrix.prototype.map = function (f) {\n  return Matrix.of(map(f)(this.__value))\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.map\n * @description Static function that maps over the rows of the matrix using a map function\n * @param f {function} An iterator function\n * @param M {Matrix|array} Matrix or array to map\n * @returns {Matrix}\n * @example\n *\n * const m = Matrix.map(x= > x.map(y => y+ 1), [[1, 1], [1, 1]])\n * // [[2, 2], [2, 2]]\n *\n */\nMatrix.map = curry(function (f, M) {\n  return Matrix.of(M).map(f)\n})\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#fold\n * @description Reduce the matrix rows using a reduce function\n * @param f {function} A reduce/fold function\n * @returns {Matrix}\n * @example\n *\n * // Flatten Matrix\n * Matrix.of([[1, 1], [1, 1]]).fold((prev, next) => prev.concat(next))\n * // [1, 1, 1, 1]\n */\nMatrix.prototype.fold = function (f) {\n  return Matrix.of(fold(f, [])(this.__value))\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.fold\n * @description Static function to reduce the matrix rows using a reduce function\n * @param f {function} A reduce/fold function\n * @param M {Matrix} The Matrix to reduce\n * @returns {Matrix}\n * @example\n\n * // Sum of all matrix values\n * const reducer = (prev, next) => Number(prev) + next.reduce((acc, x) => acc + x, 0)\n * const A = Matrix.of([[1, 1], [1, 1]]\n * Matrix.fold(reducer, A)\n * // 4\n */\nMatrix.fold = curry(function (f, M) {\n  return Matrix.of(M).fold(f)\n})\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#ap\n * @description Applies a Matrix to a function\n * @param M {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const f = x => x.reduce((prev, next) => prev + next)\n * const A = Matrix.of([[1, 2, 3], [4, 5, 6], [7, 8, 9]])\n * Matrix.of(f).ap(M)\n * // [[6], [15], [24]\n */\nMatrix.prototype.ap = function (M) {\n  return Matrix.of(M).map(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.ap\n * @description Applies a Matrix to a function\n * @param f {function}\n * @param M {Matrix|array}\n * @returns {Matrix}\n * @example\n *\n * const f = x => x.reduce((prev, next) => prev + next)\n * Matrix.ap(f, [[1, 2, 3], [4, 5, 6], [7, 8, 9]])\n * // [[6], [15], [24]\n */\nMatrix.ap = curry(function (f, M) {\n  return Matrix.of(f).ap(M)\n})\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#concat\n * @description Concatenates 2 Matrices using a function as operator\n * @param M {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const a = [[0, 1, 1], [2, 3, 4]]\n * const b = [[2, 2, 2], [3, 3, 3]]\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n * const M = A.concat(B)\n * // [[0, 1, 1, 2, 2, 2], [2, 3, 4, 3, 3, 3]]\n *\n */\nMatrix.prototype.concat = function (M, f = concat) {\n  return Matrix.of(this).map(f(M))\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.concat\n * @description Concatenates 2 Matrices using a function as operator\n * @param A {Matrix}\n * @param B {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const a = [[0, 1, 1], [2, 3, 4]]\n * const b = [[2, 2, 2], [3, 3, 3]]\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n * const M = Matrix.concat(A, B)\n * // [[0, 1, 1, 2, 2, 2], [2, 3, 4, 3, 3, 3]]\n *\n */\nMatrix.concat = curry(function (A, B, f = concat) {\n  return Matrix.of(A).map(f(B))\n})\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#empty\n * @description Return an empty Matrix from an existing Matrix\n * @returns {Matrix}\n */\nMatrix.prototype.empty = function () {\n  return Matrix.of(this).map(empty)\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.empty\n * @description Return an empty Matrix from an existing Matrix\n * @param rows {number}\n * @param cols {number}\n * @returns {Matrix}\n */\nMatrix.empty = curry(function (rows = 0, cols = 0) {\n  const m = generate(rows, cols) // Array.apply(null, Array(rows)).map(x => Array.apply(null, Array(cols)))\n  return Matrix.of(m).map(empty)\n})\n\n// #### #### #### //\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#identity\n * @desc Returns an identity matrix\n * @returns {Matrix}\n * @example\n *\n * const a = [[1, 2, 3], [4, 5, 6]]\n * const A = Matrix.of(a)\n * const Aidentity = A.identity()\n * // [[1, 0, 0], [0, 1, 0]]\n *\n */\nMatrix.prototype.identity = function () {\n  return Matrix.of(identity).ap(this)\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.identity\n * @desc Returns an identity matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.identity(3, 2)\n * // [[1, 0, 0], [0, 1, 0]]\n *\n */\nMatrix.identity = function (rows, cols) {\n  const m = generate(rows, cols) // Array.apply(null, Array(rows)).map(x => Array.apply(null, Array(cols)))\n  return Matrix.of(identity).ap(m)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#combine\n * @see Matrix.concat\n * @param M\n * @returns {Matrix}\n */\nMatrix.prototype.combine = function (M) {\n  return Matrix.of(this).concat(Matrix.of(M), concat)\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.combine\n * @see Matrix.concat\n * @param M\n * @returns {Matrix}\n */\nMatrix.combine = function (A, B) {\n  return Matrix.of(A).concat(Matrix.of(B), concat)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#dot\n * @description Returns the dot product between 2 matrices\n * @param M\n * @param f\n * @returns {Matrix}\n * @example\n *\n * // Create matrix\n * const m = Matrix.of([[1, 2], [3, 4]])\n *\n * // Generate identity matrix\n * const I  = m.identity() // [[1, 0], [0, 1]]\n *\n * if(m.dot(I).equals(m)) {\n *    console.log('Dot product with identity matrix returns the same matrix')\n * }\n *\n */\nMatrix.prototype.dot = function (M) {\n  return Matrix.of(this).concat(Matrix.of(M), dot(this.precision))\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.dot\n * @description Returns the dot product between 2 matrices\n * @param M\n * @returns {Matrix}\n * @example\n * const a = [[1, 2, 3], [4, 5, 6]]\n * const b = [[7, 8], [9, 10], [11, 12]]\n *\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n *\n * Matrix.dot(A, B) // [[58, 64], [139, 154]]\n *\n */\nMatrix.dot = function (A, B) {\n  return Matrix.of(A).dot(Matrix.of(B))\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#fill\n * @desc Fill up an empty matrix with the provided map function\n * @param f\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).fill(x => 42)\n * // [[42,42,42], [42,42,42], [42,42,42]]\n *\n */\nMatrix.prototype.fill = function (f) {\n  return Matrix.of(this).map(map(x => f(x)))\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#zeros\n * @desc Fill up an empty matrix with zeros\n * @returns {Matrix}\n *\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).zeros()\n * // [[0,0,0], [0,0,0], [0,0,0]]\n *\n */\nMatrix.prototype.zeros = function () {\n  return Matrix.of(this).fill(x => 0)\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.zeros\n * @desc Fill up an empty matrix with zeros\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.zeros(3, 3)\n * // [[0,0,0], [0,0,0], [0,0,0]]\n *\n */\nMatrix.zeros = function (rows, cols) {\n  const m = generate(rows, cols)\n  return Matrix.of(m).fill(x => 0)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#ones\n * @desc Fill up an empty matrix with ones\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).ones()\n * // [[1,1,1], [1,1,1], [1,1,1]]\n *\n */\nMatrix.prototype.ones = function () {\n  return Matrix.of(this).fill(x => 1)\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.ones\n * @desc Fill up an empty matrix with ones\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.ones(1, 1)\n * // [[1,1,1], [1,1,1], [1,1,1]]\n *\n */\nMatrix.ones = function (rows, cols) {\n  const m = generate(rows, cols)\n  return Matrix.of(m).fill(x => 1)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#random\n * @desc Fill up an empty matrix with random values\n * @param {function} [f = e => Math.random() * 2 - 1]\n * @returns {Matrix}\n */\nMatrix.prototype.random = function (f = e => Math.random() * 2 - 1) {\n  return Matrix.of(this).fill(f)\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.random\n * @desc Fill up an empty matrix with random numbers\n * @param f {function} Function which returns random values. Default random values are between -1 and 1\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n */\nMatrix.random = function (f = e => (Math.random() * 2 - 1), rows, cols) {\n  const m = generate(rows, cols)\n  return Matrix.of(m).fill(f)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#toArray\n * @desc Returns the array from the matrix\n * @returns {Array}\n */\nMatrix.prototype.toArray = function () {\n  return this.__value.map(row => row.map(col => col))\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#clone\n * @desc Returns a clone of the matrix\n * @returns {Matrix}\n */\nMatrix.prototype.clone = function () {\n  return Matrix.fromArray(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#fromArray\n * @desc Returns a Matrix from an array\n * @returns {Array}\n */\nMatrix.fromArray = function (arr) {\n  return Matrix.of(map(row => map(col => col)(row))(arr))\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#transpose\n * @desc Returns a transposed Matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([-1, 2], [3, 4], [-8, 2])\n * const b = A.transpose().toArray()\n * // returns [[-1, 3,-8], [2, 4, 2]]\n */\nMatrix.prototype.transpose = function () {\n  return Matrix.of(fold(transpose, [], this.__value))\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.transpose\n * @desc Returns a transposed Matrix\n * @param M {Matrix|array} A Matrix or a matrix array\n * @returns {Matrix}\n * @example\n *\n * const a = [-1, 2], [3, 4], [-8, 2]\n * const b = Matrix.transpose(a).toArray()\n * // returns [[-1, 3,-8], [2, 4, 2]]\n */\nMatrix.transpose = function (M) {\n  return Matrix.of(M).transpose()\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.add\n * @instance\n * @param M {Matrix|number} Add a Matrix or a number\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.add(1) // [[6, 5]]\n * const B = Matrix.of([[5, 5]])\n * B.add(B) // [[10, 10]]\n *\n */\nMatrix.prototype.add = function (M) {\n  if (M instanceof Matrix) {\n    if (this.getCols() !== M.getCols() || this.getRows() !== M.getRows()) {\n      throw new Error('Matrices do not match, cannot add')\n    }\n    return this.map((row, idx) => map((val, jdx) => val + M.__value[idx][jdx])(row))\n  } else {\n    return this.map(map(x => x + M))\n  }\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#subtract\n * @instance\n * @param M {Matrix|number} Subtract a Matrix or a number\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.subtract(1) // [[4, 2]]\n * const B = Matrix.of([[5, 5]])\n * B.subtract(B) // [[0, 0]]\n *\n */\nMatrix.prototype.subtract = function (M) {\n  if (M instanceof Matrix) {\n    if (this.getCols() !== M.getCols() || this.getRows() !== M.getRows()) {\n      throw new Error('Matrices do not match, cannot subtract')\n    }\n    return this.map((row, idx) => map((val, jdx) => val - M.__value[idx][jdx])(row))\n  } else {\n    return this.map(map(x => x - M))\n  }\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#multiply\n * @instance\n * @desc Mutliply a scalar or a mtraix with a matrix. Throws an error if the multiplication is not possible.\n * @param M {Matrix|number}\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.multiply(2) // [[10, 8]]\n * const B = Matrix.of([[5, 5]])\n * B.multiply(B) // [[25, 25]]\n *\n */\nMatrix.prototype.multiply = function (M) {\n  if (M instanceof Matrix) {\n    if (this.getCols() !== M.getCols() || this.getRows() !== M.getRows()) {\n      console.log('Use static method \\'dot\\' to do matrix multiplication')\n      throw new Error('Matrices do not match, cannot create hadamard product')\n    }\n    return this.map((row, idx) => map((col, jdx) => col * M.__value[idx][jdx])(row))\n  } else {\n    return this.map(map(x => x * M))\n  }\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#additiveinverse\n * @instance\n * @desc Function that returns the matrix obtained by changing the sign of every matrix element. The additive inverse of matrix A is written –A.\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5,-5], [-4, 4]])\n * const minusA = A.additiveinverse()\n * // [[-5, 5], [4, -4]]\n */\nMatrix.prototype.additiveinverse = function () {\n  return Matrix.of(this).multiply(-1)\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#hadamard\n * @instance\n * @see multiply\n * @param M\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.hadamard(2) // [[10, 8]]\n * const B = Matrix.of([[5, 5]])\n * B.hadamard(B) // [[25, 25]]\n\n */\nMatrix.prototype.hadamard = function (M) {\n  return Matrix.of(this).multiply(M)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#lu\n * @desc Calculates LU decomposition of the current Matrix\n * @returns {Matrix[]}\n * @example\n *\n * const result = [[3, -7, -2, 2], [-3, 5, 1, 0], [6, -4, 0, -5], [-9, 5, -5, 12]]\n * const A = Matrix.fromArray(result)\n * const lu = A.lu()\n * // L.__value = [ [ 1, 0, 0, 0 ], [ -1, 1, 0, 0 ], [ 2, -5, 1, 0 ], [ -3, 8, 3, 1 ] ]\n * // U.__value =  [ [ 3, -7, -2, 2 ], [ 0, -2, -1, 2 ], [ 0, 0, -1, 1 ], [ 0, 0, 0, -1 ] ]\n * Matrix.dot(lu[0], lu[1]) // returns clone of A\n *\n */\nMatrix.prototype.lu = function () {\n  const n = this.getRows()\n  const tol = 1e-6\n  const A = this.clone()\n  const L = this.zeros()\n  const U = this.zeros()\n\n  for (let k = 0; k < n; ++k) {\n    if (Math.abs(A.__value[k][k]) < tol) throw Error('Cannot proceed without a row exchange')\n    L.__value[k][k] = 1\n    for (let i = k + 1; i < n; ++i) {\n      L.__value[i][k] = A.__value[i][k] / A.__value[k][k]\n      for (let j = k + 1; j < n; ++j) {\n        A.__value[i][j] = A.__value[i][j] - L.__value[i][k] * A.__value[k][j]\n      }\n    }\n    for (let l = k; l < n; ++l) {\n      U.__value[k][l] = A.__value[k][l]\n    }\n  }\n  return [L, U]\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#rref\n * @returns {Matrix|array}\n * @example\n *\n * var A = Matrix.of([[-1, 1], [-1, 0], [0, -1], [-1, -2]])\n * A.rref() //  [ [ 1, 0 ], [ -0, 1 ], [ 0, 0 ], [ 0, 0 ] ]\n */\nMatrix.prototype.rref = function () {\n  let lead = 0\n  const resultMatrix = this.clone()\n\n  for (let r = 0; r < this.getRows(); ++r) {\n    if (this.getCols() <= lead) {\n      return resultMatrix\n    }\n    let i = r\n    while (resultMatrix.__value[i][lead] === 0) {\n      ++i\n      if (this.getRows() === i) {\n        i = r\n        ++lead\n        if (this.getCols() === lead) {\n          return resultMatrix\n        }\n      }\n    }\n\n    let tmp = resultMatrix.__value[i]\n    resultMatrix.__value[i] = resultMatrix.__value[r]\n    resultMatrix.__value[r] = tmp\n\n    let val = resultMatrix.__value[r][lead]\n    for (let j = 0; j < this.getCols(); ++j) {\n      resultMatrix.__value[r][j] /= val\n    }\n\n    for (let i = 0; i < this.getRows(); ++i) {\n      if (i === r) continue\n      val = resultMatrix.__value[i][lead]\n      for (let j = 0; j < this.getCols(); ++j) {\n        resultMatrix.__value[i][j] -= val * resultMatrix.__value[r][j]\n      }\n    }\n    lead++\n  }\n  return resultMatrix\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#solve\n * @param b\n * @returns {Array}\n * @example\n *\n * // Solve xA = b\n * // 5x + y  = 7\n * // 3x - 4y = 18\n * // Solution for x and y:\n * // x = 2\n * // y = -3\n *\n * const A = Matrix.of([[5, 1], [3, -4]])\n * const solveA = A.solve([7, 18]) // [2, -3]\n *\n */\nMatrix.prototype.solve = function (b) {\n  const A = this.clone()\n  const LU = A.lu()\n  const L = LU[0]\n  const U = LU[1]\n  const n = this.getRows()\n  let s = 0\n  const c = []\n  const x = []\n\n  for (let k = 0; k < n; ++k) {\n    for (let j = 0; j < k; ++j) {\n      s = s + L.__value[k][j] * c[j]\n    }\n    c[k] = b[k] - s\n    s = 0\n  }\n  for (let a = n - 1; a > -1; --a) {\n    let t = 0\n    for (let b = a + 1; b < n; ++b) {\n      t = t + U.__value[a][b] * x[b]\n    }\n    x[a] = (c[a] - t) / U.__value[a][a]\n  }\n  return x\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#inverse\n * @instance\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1, 1], [2, 4]]).inverse()\n * // [ [ 2, -0.5 ], [ -1, 0.5 ] ]\n *\n */\nMatrix.prototype.inverse = function () {\n  const A = this.clone()\n  const I = A.identity()\n  const Inv = A.concat(I).rref()\n\n  const result = Inv.__value.reduce((result, x, idx) => {\n    const half = x.length / 2\n    result.push(x.slice(half, x.length))\n    return result\n  }, [])\n  return Matrix.of(result)\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#rank\n * @instance\n * @returns {Number}\n */\nMatrix.prototype.rank = function () {\n  const rref = this.rref()\n  let result = 0\n  for (let i = 0; i < rref.getCols(); ++i) {\n    result += rref.__value[i][i]\n  }\n  return result\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#dimension\n * @instance\n * @see rank\n * @returns {Number}\n */\nMatrix.prototype.dimension = function () {\n  return this.rank()\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#diag\n * @instance\n * @desc Returns an array containing the values on the diagonal\n * @returns {Array}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).diag()\n * // [1, 1, 1]\n *\n * const diag0 = Matrix.zeros(5, 5).diag()\n * // [0, 0, 0, 0, 0]\n *\n */\nMatrix.prototype.diag = function () {\n  return fold((acc, x, idx) => {\n    return acc.concat(x[idx])\n  })([])(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.diag\n * @desc Returns an array containing the values on the diagonal\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Array}\n * @example\n *\n * const diag1 = Matrix.diag([[2, 1], [1, 5]])\n * // [2, 5]\n *\n */\nMatrix.diag = function (M) {\n  return Matrix.of(M).diag()\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#diagproduct\n * @instance\n * @desc Returns the product of the values on the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).diagproduct()\n * // 1\n *\n * const diag0 = Matrix.zeros(5, 5).diagproduct()\n * // 0\n *\n */\nMatrix.prototype.diagproduct = function () {\n  return fold((acc, x, idx) => {\n    acc *= x[idx]\n    return acc\n  })(1)(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.diagproduct\n * @desc Returns the product of the values on the diagonal\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.diagproduct([[2, 1], [1, 5]])\n * // 10\n *\n */\nMatrix.diagproduct = function (M) {\n  return Matrix.of(M).diagproduct()\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#sum\n * @instance\n * @desc Returns the sum of the values in the Matrix\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).sum()\n * // 9\n *\n * const diag0 = Matrix.zeros(5, 5).sum()\n * // 0\n *\n */\nMatrix.prototype.sum = function () {\n  return fold((acc, x) => {\n    acc += fold((prev, next) => prev + next)(0)(x)\n    return acc\n  })(0)(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.sum\n * @desc Returns the sum of the values in the Matrix\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.sum([[2, 1], [1, 5]])\n * // 9\n *\n */\nMatrix.sum = function (M) {\n  return Matrix.of(M).sum()\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#kronecker\n * @instance\n * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.\n * @param M {Matrix} The right side Matrix of the product (this ⊗ M)\n * @returns {Matrix}\n */\nMatrix.prototype.kronecker = function (M) {\n  const m = this.getRows()\n  const n = this.getCols()\n  const p = M.getRows()\n  const q = M.getCols()\n\n  const left = this.__value\n  const right = M.__value\n\n  const frame = generate(m * p, n * q)\n\n  for (let i = 0; i < m; i++) {\n    for (let j = 0; j < n; j++) {\n      for (let k = 0; k < p; k++) {\n        for (let l = 0; l < q; l++) {\n          frame[p * i + k][q * j + l] = left[i][j] * right[k][l]\n        }\n      }\n    }\n  }\n\n  return Matrix.of(frame)\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.kronecker\n * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.\n * @param A {Matrix} The left side Matrix of the product (A ⊗ B)\n * @param B {Matrix} The right side Matrix of the product (A ⊗ B)\n * @returns {Matrix}\n */\nMatrix.kronecker = function (A, B) {\n  return Matrix.of(A).kronecker(B)\n}\n\nexport default Matrix\n","import curry from 'fun.js/src/curry'\nimport concat from 'fun.js/src/concat'\n\n/**\n * @function concat\n * @param M {Matrix}\n * @param m {Array}\n * @param idx {number}\n * @returns {Array}\n */\nexport default curry(function (M, m, idx) {\n  return concat(m, M.__value[idx])\n})\n","import curry from 'fun.js/src/curry'\nimport fold from 'fun.js/src/fold'\nimport map from 'fun.js/src/map'\nimport round from './round'\n\n/**\n * @function dot\n * @param B {Matrix}\n * @param a {Array}\n * @returns {Array}\n */\nexport default curry((decimals, B, a) => map((item, i) => {\n  return fold((acc, x, j) => {\n    acc += round(x * B.__value[j][i], decimals)\n    return acc\n  }, 0)(a)\n})(B.__value[0]))\n","import curry from 'fun.js/src/curry'\n\nexport default curry(m => [])\n","/**\n * @function generate\n * @desc Generator function for a matrix array, values are set to undefined\n * @param rows {number}\n * @param cols {number}\n * @returns {any[][]}\n */\nexport default (rows, cols) => Array.apply(null, Array(rows)).map(x => Array.apply(null, Array(cols)))\n","import map from 'fun.js/src/map'\n\n/**\n * @function identity\n * @desc Creates an identiy matrix from an empty array\n * @param m {Array}\n * @param idx {number}\n * @return {Matrix}\n */\nexport default (m, idx) => map((rows, jdx) => (idx === jdx) * 1)(m)\n","/**\n * @function round\n * @param value {number}\n * @param decimals {number}\n * @returns {Number}\n */\nexport default function round (value, decimals) {\n  return Number(Math.round(value + 'e' + decimals) + 'e-' + decimals)\n}\n","import map from 'fun.js/src/map'\nimport curry from 'fun.js/src/curry'\n\n/**\n * @function transpose\n * @desc Transposes a array of arrays using the Matrix.map function\n * @param m {Array}\n * @param idx {number}\n * @return {Matrix}\n */\nexport default curry((prev, next) => map((item, i) => (prev[i] || []).concat(next[i]))(next))\n"],"sourceRoot":""}
\ No newline at end of file
diff --git a/lib/@astuanax/funmatrix.min.js b/lib/@astuanax/funmatrix.min.js
index fbb103a..ce9a953 100644
--- a/lib/@astuanax/funmatrix.min.js
+++ b/lib/@astuanax/funmatrix.min.js
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Callback function to modify the item\n * @param {*} init - Initial value\n * @param {Array} a - Array with items to modify by the cb function\n * @return {Array}\n * @alias reduce\n * @since 1.0.2\n * @example\n *\n * const result = fold(add, 0, [1,1,1])\n * // result = 3\n */\n\n/**\n * @callback cbFunction\n * @param {*} r - Accumulator which accumulates the callback's return values\n * @param {*} item - the current element being processed\n * @param {number} index - the indey of the item being processed\n * @param {Array} a - The initial array\n * @return {*}\n */\nimport curry from '../curry'\n\nexport default curry(function fold (cb, init, a) {\n  let i = -1\n  const l = a.length\n  let r = init\n  while (++i < l) {\n    r = cb(r, a[i], i, a)\n  }\n  return r\n})\n","/**\n * @function fold\n * @private\n *\n */\nimport curry from '../curry'\nimport keys from './keys'\n\nexport default curry(function fold (cb, init, o) {\n  const k = keys(o)\n  let i = -1\n  const l = k.length\n  let r = Object(init)\n  while (++i < l) {\n    r = cb(r, o[k[i]], k[i], o)\n  }\n  return r\n})\n","/**\n * Returns a single item by iterating over an array like object and call a function on each item\n *\n * @function fold\n * @description Returns a single item by iterating over an array like object and call a function on each item\n * @since v1.0.2\n * @sig ((a, b, c, a) → a) → a → [b] → a\n * @param {Function} cb receives 4 values: the accumulator, the item, the index, and the initial value.\n * @param {*} a is the initial value\n * @param {*} [b] the array like item to iterate over\n * @return {*} a is the accumulated value\n **/\n\nimport curry from './curry'\nimport arrayFold from './array/fold'\nimport objectFold from './object/fold'\nimport type from './type'\n\nexport default curry(function fold (cb, init, a) {\n  const typeMap = {\n    'Object': objectFold,\n    'Array': arrayFold\n  }\n  // if (a.next) {\n  //   return iterableFold(cb, init, a)\n  // }\n  // if (type(Symbol) !== 'undefined' && a[Symbol.iterator]) {\n  //   return iterableFold(cb, init, a[Symbol.iterator]())\n  // }\n  return typeMap[type(a)](cb, init, a)\n})\n\n// function iterableFold (cb, acc, gen) {\n//   let step = gen.next()\n//   while (!step.done) {\n//     acc = cb(acc, step.value)\n//     step = gen.next()\n//   }\n//   return acc\n// }\n","import curry from 'fun.js/src/curry'\nimport map from 'fun.js/src/map'\nimport fold from 'fun.js/src/fold'\nimport equals from 'fun.js/src/equals'\nimport concat from 'util/concat'\nimport empty from 'util/empty'\nimport dot from 'util/dot'\nimport identity from 'util/identity'\nimport transpose from 'util/transpose'\nimport generate from 'util/generate'\n\n/**\n * @class Matrix\n * @classdesc Matrix applicative providing standard matrix operations\n * @summary The Matrix class should not be instantiated with the new keyword. Instead use the Matrix.of syntax to create a new Matrix. Unfortunatly jsdocs does not allow for the constructor to be hidden.\n * @hidecontructor\n * @see of\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n *\n */\nlet Matrix = function (val) {\n  this.__value = val\n}\n\n/**\n * @memberOf Matrix\n * @property {string} type\n * @type {string}\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n * m.type === 'Matrix'\n */\nMatrix.prototype.type = 'Matrix'\n\n/**\n * @memberOf Matrix\n * @property {number} precision\n * @type {number}\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n * m.precision === 4\n */\nMatrix.prototype.precision = 4\n\n/**\n * @memberOf Matrix\n * @instance\n * @member setPrecision\n * @param precision {number} Set the number of decimals for rounding\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n * m.setPrecision(10)\n * m.precision === 10\n */\nMatrix.prototype.setPrecision = function (precision) {\n  this.precision = precision\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member isSymmetric\n * @returns {boolean}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * true === A.isSymmetric()\n *\n */\nMatrix.prototype.isSymmetric = function () {\n  const a = this.__value\n  const b = Matrix.transpose(this).__value\n  return equals(a, b)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member isSquare\n * @desc Boolean indicating whether this contains a square Matrix\n * @returns {boolean}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * true === A.isSquare()\n *\n */\nMatrix.prototype.isSquare = function () {\n  return equals(this.getCols(), this.getRows())\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member isOrthogonal\n * @param M {Matrix|array}\n * @returns {boolean}\n * @example\n *\n * const result = [[-0.3092, -0.9510], [-0.9510, 0.3092]]\n * const A = Matrix.fromArray(result)\n * true  === A.isOrthogonal()\n */\nMatrix.prototype.isOrthogonal = function () {\n  const AxAt = this.dot(this.transpose())\n  const I = this.identity()\n  return equals(AxAt, I)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member getCols\n * @returns {Number}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getCols()  === 2\n *\n */\nMatrix.prototype.getCols = function () {\n  return this.__value[0].length\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member equals\n * @param M {Matrix|array}\n * @returns {Boolean}\n * @example\n *\n * var a = [[1, 1], [1, 1]]\n * var A = Matrix.of(a)\n * var B = Matrix.of(a)\n * true  === A.equals(B)\n */\nMatrix.prototype.equals = function (M) {\n  return equals(this.__value, M.__value || M)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member getRows\n * @returns {Number}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getRows()  // 2\n */\nMatrix.prototype.getRows = function () {\n  return this.__value.length\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member getShape\n * @returns {Array}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getShape()  // [2, 2]\n */\nMatrix.prototype.getShape = function () {\n  return [this.getRows(), this.getCols()]\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function of\n * @desc Creates a Matrix object and flattens the Matrix\n * @param val {array|function} An array of arrays\n * @returns {Matrix}\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n *\n */\nMatrix.of = function (val) {\n  if (val instanceof Matrix) return val\n  if (this instanceof Matrix) {\n    this.__value = val\n    return this\n  }\n  return new Matrix(val)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member map\n * @description Maps over the rows of the matrix using a map function\n * @param f {function} An iterator function\n * @returns {Matrix}\n * @example\n *\n * const m = Matrix.of([[1, 1], [1, 1]])\n * m.map(x => x.map(y => y+ 1))\n * // [[2, 2], [2, 2]]\n *\n */\nMatrix.prototype.map = function (f) {\n  return Matrix.of(map(f)(this.__value))\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function map\n * @description Static function that maps over the rows of the matrix using a map function\n * @param f {function} An iterator function\n * @param M {Matrix|array} Matrix or array to map\n * @returns {Matrix}\n * @example\n *\n * const m = Matrix.map(x= > x.map(y => y+ 1), [[1, 1], [1, 1]])\n * // [[2, 2], [2, 2]]\n *\n */\nMatrix.map = curry(function (f, M) {\n  return Matrix.of(M).map(f)\n})\n\n/**\n * @memberOf Matrix\n * @instance\n * @member fold\n * @description Reduce the matrix rows using a reduce function\n * @param f {function} A reduce/fold function\n * @returns {Matrix}\n * @example\n *\n * // Flatten Matrix\n * Matrix.of([[1, 1], [1, 1]]).fold((prev, next) => prev.concat(next))\n * // [1, 1, 1, 1]\n */\nMatrix.prototype.fold = function (f) {\n  return Matrix.of(fold(f, [])(this.__value))\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function fold\n * @description Static function to reduce the matrix rows using a reduce function\n * @param f {function} A reduce/fold function\n * @param M {Matrix} The Matrix to reduce\n * @returns {Matrix}\n * @example\n\n * // Sum of all matrix values\n * const reducer = (prev, next) => Number(prev) + next.reduce((acc, x) => acc + x, 0)\n * const A = Matrix.of([[1, 1], [1, 1]]\n * Matrix.fold(reducer, A)\n * // 4\n */\nMatrix.fold = curry(function (f, M) {\n  return Matrix.of(M).fold(f)\n})\n\n/**\n * @memberOf Matrix\n * @instance\n * @member ap\n * @description Applies a Matrix to a function\n * @param M {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const f = x => x.reduce((prev, next) => prev + next)\n * const A = Matrix.of([[1, 2, 3], [4, 5, 6], [7, 8, 9]])\n * Matrix.of(f).ap(M)\n * // [[6], [15], [24]\n */\nMatrix.prototype.ap = function (M) {\n  return Matrix.of(M).map(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function ap\n * @description Applies a Matrix to a function\n * @param f {function}\n * @param M {Matrix|array}\n * @returns {Matrix}\n * @example\n *\n * const f = x => x.reduce((prev, next) => prev + next)\n * Matrix.ap(f, [[1, 2, 3], [4, 5, 6], [7, 8, 9]])\n * // [[6], [15], [24]\n */\nMatrix.ap = curry(function (f, M) {\n  return Matrix.of(f).ap(M)\n})\n\n/**\n * @memberOf Matrix\n * @instance\n * @member concat\n * @description Concatenates 2 Matrices using a function as operator\n * @param M {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const a = [[0, 1, 1], [2, 3, 4]]\n * const b = [[2, 2, 2], [3, 3, 3]]\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n * const M = A.concat(B)\n * // [[0, 1, 1, 2, 2, 2], [2, 3, 4, 3, 3, 3]]\n *\n */\nMatrix.prototype.concat = function (M, f = concat) {\n  return Matrix.of(this).map(f(M))\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function concat\n * @description Concatenates 2 Matrices using a function as operator\n * @param A {Matrix}\n * @param B {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const a = [[0, 1, 1], [2, 3, 4]]\n * const b = [[2, 2, 2], [3, 3, 3]]\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n * const M = Matrix.concat(A, B)\n * // [[0, 1, 1, 2, 2, 2], [2, 3, 4, 3, 3, 3]]\n *\n */\nMatrix.concat = curry(function (A, B, f = concat) {\n  return Matrix.of(A).map(f(B))\n})\n\n/**\n * @memberOf Matrix\n * @instance\n * @member empty\n * @description Return an empty Matrix from an existing Matrix\n * @returns {Matrix}\n */\nMatrix.prototype.empty = function () {\n  return Matrix.of(this).map(empty)\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function empty\n * @description Return an empty Matrix from an existing Matrix\n * @param rows {number}\n * @param cols {number}\n * @returns {Matrix}\n */\nMatrix.empty = curry(function (rows = 0, cols = 0) {\n  const m = generate(rows, cols) // Array.apply(null, Array(rows)).map(x => Array.apply(null, Array(cols)))\n  return Matrix.of(m).map(empty)\n})\n\n// #### #### #### //\n\n/**\n * @memberOf Matrix\n * @instance\n * @member identity\n * @desc Returns an identity matrix\n * @returns {Matrix}\n * @example\n *\n * const a = [[1, 2, 3], [4, 5, 6]]\n * const A = Matrix.of(a)\n * const Aidentity = A.identity()\n * // [[1, 0, 0], [0, 1, 0]]\n *\n*/\nMatrix.prototype.identity = function () {\n  return Matrix.of(identity).ap(this)\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function identity\n * @desc Returns an identity matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.identity(3, 2)\n * // [[1, 0, 0], [0, 1, 0]]\n *\n */\nMatrix.identity = function (rows, cols) {\n  const m = generate(rows, cols) // Array.apply(null, Array(rows)).map(x => Array.apply(null, Array(cols)))\n  return Matrix.of(identity).ap(m)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member combine\n * @see Matrix.concat\n * @param M\n * @returns {Matrix}\n */\nMatrix.prototype.combine = function (M) {\n  return Matrix.of(this).concat(Matrix.of(M), concat)\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function combine\n * @see Matrix.concat\n * @param M\n * @returns {Matrix}\n */\nMatrix.combine = function (A, B) {\n  return Matrix.of(A).concat(Matrix.of(B), concat)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member dot\n * @description Returns the dot product between 2 matrices\n * @param M\n * @param f\n * @returns {Matrix}\n * @example\n *\n * // Create matrix\n * const m = Matrix.of([[1, 2], [3, 4]])\n *\n * // Generate identity matrix\n * const I  = m.identity() // [[1, 0], [0, 1]]\n *\n * if(m.dot(I).equals(m)) {\n *    console.log('Dot product with identity matrix returns the same matrix')\n * }\n *\n */\nMatrix.prototype.dot = function (M) {\n  return Matrix.of(this).concat(Matrix.of(M), dot(this.precision))\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function dot\n * @description Returns the dot product between 2 matrices\n * @param M\n * @returns {Matrix}\n * @example\n * const a = [[1, 2, 3], [4, 5, 6]]\n * const b = [[7, 8], [9, 10], [11, 12]]\n *\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n *\n * Matrix.dot(A, B) // [[58, 64], [139, 154]]\n *\n */\nMatrix.dot = function (A, B) {\n  return Matrix.of(A).dot(Matrix.of(B))\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member fill\n * @desc Fill up an empty matrix with the provided map function\n * @param f\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).fill(x => 42)\n * // [[42,42,42], [42,42,42], [42,42,42]]\n *\n */\nMatrix.prototype.fill = function (f) {\n  return Matrix.of(this).map(map(x => f(x)))\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member zeros\n * @desc Fill up an empty matrix with zeros\n * @returns {Matrix}\n *\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).zeros()\n * // [[0,0,0], [0,0,0], [0,0,0]]\n *\n */\nMatrix.prototype.zeros = function () {\n  return Matrix.of(this).fill(x => 0)\n}\n\n/**\n * @memberOf Matrix\n * @function zeros\n * @desc Fill up an empty matrix with zeros\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.zeros(3, 3)\n * // [[0,0,0], [0,0,0], [0,0,0]]\n *\n */\nMatrix.zeros = function (rows, cols) {\n  const m = generate(rows, cols)\n  return Matrix.of(m).fill(x => 0)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member ones\n * @desc Fill up an empty matrix with ones\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).ones()\n * // [[1,1,1], [1,1,1], [1,1,1]]\n *\n */\nMatrix.prototype.ones = function () {\n  return Matrix.of(this).fill(x => 1)\n}\n\n/**\n * @memberOf Matrix\n * @function ones\n * @desc Fill up an empty matrix with ones\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.ones(1, 1)\n * // [[1,1,1], [1,1,1], [1,1,1]]\n *\n */\nMatrix.ones = function (rows, cols) {\n  const m = generate(rows, cols)\n  return Matrix.of(m).fill(x => 1)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member random\n * @desc Fill up an empty matrix with random values\n * @param {function} [f = e => Math.random() * 2 - 1]\n * @returns {Matrix}\n */\nMatrix.prototype.random = function (f = e => Math.random() * 2 - 1) {\n  return Matrix.of(this).fill(f)\n}\n\n/**\n * @memberOf Matrix\n * @function random\n * @desc Fill up an empty matrix with random numbers\n * @param f {function} Function which returns random values. Default random values are between -1 and 1\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n */\nMatrix.random = function (f = e => (Math.random() * 2 - 1), rows, cols) {\n  const m = generate(rows, cols)\n  return Matrix.of(m).fill(f)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member toArray\n * @desc Returns the array from the matrix\n * @returns {Array}\n */\nMatrix.prototype.toArray = function () {\n  return this.__value.map(row => row.map(col => col))\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member clone\n * @desc Returns a clone of the matrix\n * @returns {Matrix}\n */\nMatrix.prototype.clone = function () {\n  return Matrix.fromArray(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member fromArray\n * @desc Returns a Matrix from an array\n * @returns {Array}\n */\nMatrix.fromArray = function (arr) {\n  return Matrix.of(map(row => map(col => col)(row))(arr))\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member transpose\n * @desc Returns a transposed Matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([-1, 2], [3, 4], [-8, 2])\n * const b = A.transpose().toArray()\n * // returns [[-1, 3,-8], [2, 4, 2]]\n */\nMatrix.prototype.transpose = function () {\n  return Matrix.of(fold(transpose, [], this.__value))\n}\n\n/**\n * @memberOf Matrix\n * @function transpose\n * @desc Returns a transposed Matrix\n * @param M {Matrix|array} A Matrix or a matrix array\n * @returns {Matrix}\n * @example\n *\n * const a = [-1, 2], [3, 4], [-8, 2]\n * const b = Matrix.transpose(a).toArray()\n * // returns [[-1, 3,-8], [2, 4, 2]]\n */\nMatrix.transpose = function (M) {\n  return Matrix.of(M).transpose()\n}\n\n/**\n * @memberOf Matrix\n * @member add\n * @instance\n * @param M {Matrix|number} Add a Matrix or a number\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.add(1) // [[6, 5]]\n * const B = Matrix.of([[5, 5]])\n * B.add(B) // [[10, 10]]\n *\n */\nMatrix.prototype.add = function (M) {\n  if (M instanceof Matrix) {\n    if (this.getCols() !== M.getCols() || this.getRows() !== M.getRows()) {\n      throw new Error('Matrices do not match, cannot add')\n    }\n    return this.map((row, idx) => map((val, jdx) => val + M.__value[idx][jdx])(row))\n  } else {\n    return this.map(map(x => x + M))\n  }\n}\n\n/**\n * @memberOf Matrix\n * @member subtract\n * @instance\n * @param M {Matrix|number} Subtract a Matrix or a number\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.subtract(1) // [[4, 2]]\n * const B = Matrix.of([[5, 5]])\n * B.subtract(B) // [[0, 0]]\n *\n */\nMatrix.prototype.subtract = function (M) {\n  if (M instanceof Matrix) {\n    if (this.getCols() !== M.getCols() || this.getRows() !== M.getRows()) {\n      throw new Error('Matrices do not match, cannot subtract')\n    }\n    return this.map((row, idx) => map((val, jdx) => val - M.__value[idx][jdx])(row))\n  } else {\n    return this.map(map(x => x - M))\n  }\n}\n\n/**\n * @memberOf Matrix\n * @member multiply\n * @instance\n * @desc Mutliply a scalar or a mtraix with a matrix. Throws an error if the multiplication is not possible.\n * @param M {Matrix|number}\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.multiply(2) // [[10, 8]]\n * const B = Matrix.of([[5, 5]])\n * B.multiply(B) // [[25, 25]]\n *\n */\nMatrix.prototype.multiply = function (M) {\n  if (M instanceof Matrix) {\n    if (this.getCols() !== M.getCols() || this.getRows() !== M.getRows()) {\n      console.log('Use static method \\'dot\\' to do matrix multiplication')\n      throw new Error('Matrices do not match, cannot create hadamard product')\n    }\n    return this.map((row, idx) => map((col, jdx) => col * M.__value[idx][jdx])(row))\n  } else {\n    return this.map(map(x => x * M))\n  }\n}\n\n/**\n * @memberOf Matrix\n * @member additiveinverse\n * @instance\n * @desc Function that returns the matrix obtained by changing the sign of every matrix element. The additive inverse of matrix A is written –A.\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5,-5], [-4, 4]])\n * const minusA = A.additiveinverse()\n * // [[-5, 5], [4, -4]]\n */\nMatrix.prototype.additiveinverse = function () {\n  return Matrix.of(this).multiply(-1)\n}\n\n/**\n * @memberOf Matrix\n * @member hadamard\n * @instance\n * @see multiply\n * @param M\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.hadamard(2) // [[10, 8]]\n * const B = Matrix.of([[5, 5]])\n * B.hadamard(B) // [[25, 25]]\n\n */\nMatrix.prototype.hadamard = function (M) {\n  return Matrix.of(this).multiply(M)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member lu\n * @desc Calculates LU decomposition of the current Matrix\n * @returns {Matrix[]}\n * @example\n *\n * const result = [[3, -7, -2, 2], [-3, 5, 1, 0], [6, -4, 0, -5], [-9, 5, -5, 12]]\n * const A = Matrix.fromArray(result)\n * const lu = A.lu()\n * // L.__value = [ [ 1, 0, 0, 0 ], [ -1, 1, 0, 0 ], [ 2, -5, 1, 0 ], [ -3, 8, 3, 1 ] ]\n * // U.__value =  [ [ 3, -7, -2, 2 ], [ 0, -2, -1, 2 ], [ 0, 0, -1, 1 ], [ 0, 0, 0, -1 ] ]\n * Matrix.dot(lu[0], lu[1]) // returns clone of A\n *\n */\nMatrix.prototype.lu = function () {\n  const n = this.getRows()\n  const tol = 1e-6\n  const A = this.clone()\n  const L = this.zeros()\n  const U = this.zeros()\n\n  for (let k = 0; k < n; ++k) {\n    if (Math.abs(A.__value[k][k]) < tol) throw Error('Cannot proceed without a row exchange')\n    L.__value[k][k] = 1\n    for (let i = k + 1; i < n; ++i) {\n      L.__value[i][k] = A.__value[i][k] / A.__value[k][k]\n      for (let j = k + 1; j < n; ++j) {\n        A.__value[i][j] = A.__value[i][j] - L.__value[i][k] * A.__value[k][j]\n      }\n    }\n    for (let l = k; l < n; ++l) {\n      U.__value[k][l] = A.__value[k][l]\n    }\n  }\n  return [L, U]\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member rref\n * @returns {Matrix|array}\n * @example\n *\n * var A = Matrix.of([[-1, 1], [-1, 0], [0, -1], [-1, -2]])\n * A.rref() //  [ [ 1, 0 ], [ -0, 1 ], [ 0, 0 ], [ 0, 0 ] ]\n */\nMatrix.prototype.rref = function () {\n  let lead = 0\n  const resultMatrix = this.clone()\n\n  for (let r = 0; r < this.getRows(); ++r) {\n    if (this.getCols() <= lead) {\n      return resultMatrix\n    }\n    let i = r\n    while (resultMatrix.__value[i][lead] === 0) {\n      ++i\n      if (this.getRows() === i) {\n        i = r\n        ++lead\n        if (this.getCols() === lead) {\n          return resultMatrix\n        }\n      }\n    }\n\n    let tmp = resultMatrix.__value[i]\n    resultMatrix.__value[i] = resultMatrix.__value[r]\n    resultMatrix.__value[r] = tmp\n\n    let val = resultMatrix.__value[r][lead]\n    for (let j = 0; j < this.getCols(); ++j) {\n      resultMatrix.__value[r][j] /= val\n    }\n\n    for (let i = 0; i < this.getRows(); ++i) {\n      if (i === r) continue\n      val = resultMatrix.__value[i][lead]\n      for (let j = 0; j < this.getCols(); ++j) {\n        resultMatrix.__value[i][j] -= val * resultMatrix.__value[r][j]\n      }\n    }\n    lead++\n  }\n  return resultMatrix\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member solve\n * @param b\n * @returns {Array}\n * @example\n *\n * // Solve xA = b\n * // 5x + y  = 7\n * // 3x - 4y = 18\n * // Solution for x and y:\n * // x = 2\n * // y = -3\n *\n * const A = Matrix.of([[5, 1], [3, -4]])\n * const solveA = A.solve([7, 18]) // [2, -3]\n *\n */\nMatrix.prototype.solve = function (b) {\n  const A = this.clone()\n  const LU = A.lu()\n  const L = LU[0]\n  const U = LU[1]\n  const n = this.getRows()\n  let s = 0\n  const c = []\n  const x = []\n\n  for (let k = 0; k < n; ++k) {\n    for (let j = 0; j < k; ++j) {\n      s = s + L.__value[k][j] * c[j]\n    }\n    c[k] = b[k] - s\n    s = 0\n  }\n  for (let a = n - 1; a > -1; --a) {\n    let t = 0\n    for (let b = a + 1; b < n; ++b) {\n      t = t + U.__value[a][b] * x[b]\n    }\n    x[a] = (c[a] - t) / U.__value[a][a]\n  }\n  return x\n}\n\n/**\n * @memberOf Matrix\n * @member inverse\n * @instance\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1, 1], [2, 4]]).inverse()\n * // [ [ 2, -0.5 ], [ -1, 0.5 ] ]\n *\n */\nMatrix.prototype.inverse = function () {\n  const A = this.clone()\n  const I = A.identity()\n  const Inv = A.concat(I).rref()\n\n  const result = Inv.__value.reduce((result, x, idx) => {\n    const half = x.length / 2\n    result.push(x.slice(half, x.length))\n    return result\n  }, [])\n  return Matrix.of(result)\n}\n\n/**\n * @memberOf Matrix\n * @member rank\n * @instance\n * @returns {Number}\n */\nMatrix.prototype.rank = function () {\n  const rref = this.rref()\n  let result = 0\n  for (let i = 0; i < rref.getCols(); ++i) {\n    result += rref.__value[i][i]\n  }\n  return result\n}\n\n/**\n * @memberOf Matrix\n * @member dimension\n * @instance\n * @see rank\n * @returns {Number}\n */\nMatrix.prototype.dimension = function () {\n  return this.rank()\n}\n\n/**\n * @memberOf Matrix\n * @member diag\n * @instance\n * @desc Returns an array containing the values on the diagonal\n * @returns {Array}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).diag()\n * // [1, 1, 1]\n *\n * const diag0 = Matrix.zeros(5, 5).diag()\n * // [0, 0, 0, 0, 0]\n *\n */\nMatrix.prototype.diag = function () {\n  return fold((acc, x, idx) => {\n    return acc.concat(x[idx])\n  })([])(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @function diag\n * @desc Returns an array containing the values on the diagonal\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Array}\n * @example\n *\n * const diag1 = Matrix.diag([[2, 1], [1, 5]])\n * // [2, 5]\n *\n */\nMatrix.diag = function (M) {\n  return Matrix.of(M).diag()\n}\n\n/**\n * @memberOf Matrix\n * @member diagproduct\n * @instance\n * @desc Returns the product of the values on the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).diagproduct()\n * // 1\n *\n * const diag0 = Matrix.zeros(5, 5).diagproduct()\n * // 0\n *\n */\nMatrix.prototype.diagproduct = function () {\n  return fold((acc, x, idx) => {\n    acc *= x[idx]\n    return acc\n  })(1)(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @function diagproduct\n * @desc Returns the product of the values on the diagonal\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.diagproduct([[2, 1], [1, 5]])\n * // 10\n *\n */\nMatrix.diagproduct = function (M) {\n  return Matrix.of(M).diagproduct()\n}\n\n/**\n * @memberOf Matrix\n * @member sum\n * @instance\n * @desc Returns the sum of the values in the Matrix\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).sum()\n * // 9\n *\n * const diag0 = Matrix.zeros(5, 5).sum()\n * // 0\n *\n */\nMatrix.prototype.sum = function () {\n  return fold((acc, x) => {\n    acc += fold((prev, next) => prev + next)(0)(x)\n    return acc\n  })(0)(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @function sum\n * @desc Returns the sum of the values in the Matrix\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.sum([[2, 1], [1, 5]])\n * // 9\n *\n */\nMatrix.sum = function (M) {\n  return Matrix.of(M).sum()\n}\n\n/**\n * @memberOf Matrix\n * @member kronecker\n * @instance\n * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.\n * @param M {Matrix} The right side Matrix of the product (this ⊗ M)\n * @returns {Matrix}\n */\nMatrix.prototype.kronecker = function (M) {\n  const m = this.getRows()\n  const n = this.getCols()\n  const p = M.getRows()\n  const q = M.getCols()\n\n  const left = this.__value\n  const right = M.__value\n\n  const frame = generate(m * p, n * q)\n\n  for (var i = 0; i < m; i++) {\n    for (var j = 0; j < n; j++) {\n      for (var k = 0; k < p; k++) {\n        for (var l = 0; l < q; l++) {\n          frame[p * i + k][q * j + l] = left[i][j] * right[k][l]\n        }\n      }\n    }\n  }\n  return Matrix.of(frame)\n}\n\n/**\n * @memberOf Matrix\n * @function kronecker\n * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.\n * @param A {Matrix} The left side Matrix of the product (A ⊗ B)\n * @param B {Matrix} The right side Matrix of the product (A ⊗ B)\n * @returns {Matrix}\n */\nMatrix.kronecker = function (A, B) {\n  return Matrix.of(A).kronecker(B)\n}\n\nexport default Matrix\n","import curry from 'fun.js/src/curry'\nimport concat from 'fun.js/src/concat'\n\n/**\n * @function concat\n * @param M {Matrix}\n * @param m {Array}\n * @param idx {number}\n * @returns {Array}\n */\nexport default curry(function (M, m, idx) {\n  return concat(m, M.__value[idx])\n})\n","import curry from 'fun.js/src/curry'\n\nexport default curry(m => [])\n","import curry from 'fun.js/src/curry'\nimport fold from 'fun.js/src/fold'\nimport map from 'fun.js/src/map'\nimport round from './round'\n\n/**\n * @function dot\n * @param B {Matrix}\n * @param a {Array}\n * @returns {Array}\n */\nexport default curry((decimals, B, a) => map((item, i) => {\n  return fold((acc, x, j) => {\n    acc += round(x * B.__value[j][i], decimals)\n    return acc\n  }, 0)(a)\n})(B.__value[0]))\n","/**\n * @function round\n * @param value {number}\n * @param decimals {number}\n * @returns {Number}\n */\nexport default function round (value, decimals) {\n  return Number(Math.round(value + 'e' + decimals) + 'e-' + decimals)\n}\n","import map from 'fun.js/src/map'\n\n/**\n * @function identity\n * @desc Creates an identiy matrix from an empty array\n * @param m {Array}\n * @param idx {number}\n * @return {Matrix}\n */\nexport default (m, idx) => map((rows, jdx) => (idx === jdx) * 1)(m)\n","import map from 'fun.js/src/map'\nimport curry from 'fun.js/src/curry'\n\n/**\n * @function transpose\n * @desc Transposes a array of arrays using the Matrix.map function\n * @param m {Array}\n * @param idx {number}\n * @return {Matrix}\n */\nexport default curry((prev, next) => map((item, i) => (prev[i] || []).concat(next[i]))(next))\n","/**\n * @function generate\n * @desc Generator function for a matrix array, values are set to undefined\n * @param rows {number}\n * @param cols {number}\n * @returns {any[][]}\n */\nexport default (rows, cols) => Array.apply(null, Array(rows)).map(x => Array.apply(null, Array(cols)))\n","/**\n * @function exists\n */\nexport default function exists (x) {\n  return !(x == null)\n};\n","/**\n * @private\n */\nimport is from '../is'\n\nexport default is('Number')\n","/**\n * Checks if both predicates are true\n *\n * @function and\n * @description Checks if both predicates are true\n * @since v1.0.2\n * @sig (x, y) -> boolean\n * @param {*} x - A predicate\n * @param {*} y - A predicate\n * @return {boolean}\n **/\nimport curry from './curry'\n\nexport default curry(function and (x, y) {\n  return x && y\n})\n","/**\n * @function isNaN\n * @description Checks if number is NAN\n\n */\nimport isNumber from './is'\nimport and from '../and'\n\nexport default function isNan (x) {\n  return and(isNumber(x), isNaN(x))\n};\n","/**\n\n * @function identical\n * @description checks for identintical items\n */\nimport curry from './curry'\nimport isNan from './number/isNan'\n\nexport default curry(function identical (x, y) {\n  if (x === 0 && y === 0) {\n    return 1 / x === 1 / y\n  }\n  if (x === y) {\n    return true\n  }\n  return !!(isNan(x) && isNan(y))\n})\n","/**\n * @function not\n */\nimport curry from './curry'\n\nexport default curry(function not (x) {\n  return !x\n})\n","/**\n * @function or\n * @description Returns true if one or the other is true\n */\nimport curry from './curry'\n\nexport default curry(function or (x, y) {\n  return x || y\n})\n","/**\n\n */\nimport is from '../is'\n\nexport default is('Object')\n","/**\n * Checks if the provided object is an array, autocurried function\n *\n * @private\n * @function isArray\n * @description Checks if the provided object is an array, autocurried function\n * @param {*} Object to verifiy\n * @return {boolean}\n * @since 1.0.2\n * @example\n *\n * const result = isArray([1,1,1])\n * // result = true\n */\n\nimport is from '../is'\n\nexport default is('Array')\n","/**\n * Curried function that verifies of the provided argument is a boolean\n *\n * @private\n * @function is\n * @description Curried function that verifies of the provided argument is a boolean\n * @since v1.0.2\n * @param {*} Item to verify\n * @return {boolean}\n **/\nimport is from '../is'\n\nexport default is('Boolean')\n","/**\n\n */\nimport is from '../is'\n\nexport default is('String')\n","/**\n * Created by dierickx.len on 01/04/2017.\n */\n/**\n * Created by dierickx.len on 01/04/2017.\n */\nimport is from '../is'\n\nexport default is('Date')\n","/**\n * @private\n * @function equalsArray\n * @description Autocurried function for deep comparison of arrays\n * @param {a} x - Object to compare of type a\n * @param {a} y - Object x to compare with object x\n * @return {boolean}\n */\nimport curry from '../curry'\nimport not from '../not'\nimport equals from '../equals'\n\nexport default curry(function equalsArray (x, y) {\n  if (x.length !== y.length) {\n    return false\n  }\n  for (let i = 0; i < x.length; i++) {\n    if (not(equals(x[i], y[i]))) return false\n  }\n  return true\n})\n","/**\n\n * equals\n * checks for equality\n */\nimport curry from '../curry'\nimport exists from '../exists'\nimport not from '../not'\nimport equals from '../equals'\n\nexport default curry((x, y) => {\n  for (let keyX in x) {\n    // noinspection JSUnfilteredForInLoop\n    if (not(equals(x[keyX], y[keyX]))) return false\n  }\n\n  for (let keyY in y) {\n    if (not(exists(x[keyY])) && exists(y[keyY])) return false\n  }\n\n  return true\n})\n","/**\n\n * @function equals\n * @description Autocurried function that checks for equality of 2 items\n * @param {*} x - Left side of the equality check\n * @param {*} y - Right side of the equality check\n * @return {boolean}\n * @example\n *\n * const nan = Number.NaN\n * equal(nan, nan) // returns true\n *\n * const arr1 = [0, 1, 2, 3]\n * const arr2 = [null, 1, 2, 3]\n * equals(arr1, arr2) // returns false\n *\n * equals(new Object({'a': 0, 'b': 1}), {'a': 0, 'b': 1}) // true\n *\n */\nimport curry from './curry'\nimport exists from './exists'\nimport identical from './identical'\nimport type from './type'\nimport not from './not'\nimport or from './or'\nimport isObject from './object/is'\nimport isArray from './array/is'\nimport isBoolean from './boolean/is'\nimport isNumber from './number/is'\nimport isString from './string/is'\nimport isDate from './date/is'\nimport equalsArray from './array/equals'\nimport equalsObject from './object/equals'\n\nexport default curry(function equals (x, y) {\n  if (identical(x, y)) return true\n\n  if (type(x) !== type(y)) return false\n\n  if (or(not(exists(x)), not(exists(y)))) return false\n\n  if (x.constructor !== y.constructor) return false\n\n  if (isString(x) || isBoolean(x) || isNumber(x) || isDate(x)) {\n    return identical(x.valueOf(), y.valueOf())\n  }\n  if (isArray(x)) {\n    return equalsArray(x, y)\n  } else if (isObject(x)) {\n    return equalsObject(x, y)\n  }\n  return false\n})\n","/**\n * @private\n * @function arrayConcat\n * @param a1\n * @param a2\n * @returns {T[]}\n */\nimport curry from '../curry'\n\nexport default curry(function concat (a, b) {\n  return Array.prototype.concat(a, b)\n})\n","/**\n * @private\n * @function stringConcat\n */\n\nexport default function concat (a, b) { // use function(), arrow function doesn't bind arguments\n  return String(a) + String(b)\n}\n","/**\n * Concatenates 2 items together\n *\n * @function concat\n * @description Concatenates 2 items together\n * @since v1.0.4\n * @param {a} a - Left side of the concatenation\n * @param {a} b - right side of the concatenation\n * @return {a} Concatenated item\n **/\n\nimport curry from './curry'\nimport arrayConcat from './array/concat'\nimport stringConcat from './string/concat'\nimport type from './type'\n\nexport default curry(function concat (a, b) {\n  const typeMap = {\n    'String': stringConcat,\n    'Array': arrayConcat\n  }\n  return typeMap[type(a)](a, b)\n})\n"],"sourceRoot":""}
\ No newline at end of file
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Callback function to modify the item\n * @param {*} init - Initial value\n * @param {Array} a - Array with items to modify by the cb function\n * @return {Array}\n * @alias reduce\n * @since 1.0.2\n * @example\n *\n * const result = fold(add, 0, [1,1,1])\n * // result = 3\n */\n\n/**\n * @callback cbFunction\n * @param {*} r - Accumulator which accumulates the callback's return values\n * @param {*} item - the current element being processed\n * @param {number} index - the indey of the item being processed\n * @param {Array} a - The initial array\n * @return {*}\n */\nimport curry from '../curry'\n\nexport default curry(function fold (cb, init, a) {\n  let i = -1\n  const l = a.length\n  let r = init\n  while (++i < l) {\n    r = cb(r, a[i], i, a)\n  }\n  return r\n})\n","/**\n * @function fold\n * @private\n *\n */\nimport curry from '../curry'\nimport keys from './keys'\n\nexport default curry(function fold (cb, init, o) {\n  const k = keys(o)\n  let i = -1\n  const l = k.length\n  let r = Object(init)\n  while (++i < l) {\n    r = cb(r, o[k[i]], k[i], o)\n  }\n  return r\n})\n","/**\n * Returns a single item by iterating over an array like object and call a function on each item\n *\n * @function fold\n * @description Returns a single item by iterating over an array like object and call a function on each item\n * @since v1.0.2\n * @sig ((a, b, c, a) → a) → a → [b] → a\n * @param {Function} cb receives 4 values: the accumulator, the item, the index, and the initial value.\n * @param {*} a is the initial value\n * @param {*} [b] the array like item to iterate over\n * @return {*} a is the accumulated value\n **/\n\nimport curry from './curry'\nimport arrayFold from './array/fold'\nimport objectFold from './object/fold'\nimport type from './type'\n\nexport default curry(function fold (cb, init, a) {\n  const typeMap = {\n    'Object': objectFold,\n    'Array': arrayFold\n  }\n  // if (a.next) {\n  //   return iterableFold(cb, init, a)\n  // }\n  // if (type(Symbol) !== 'undefined' && a[Symbol.iterator]) {\n  //   return iterableFold(cb, init, a[Symbol.iterator]())\n  // }\n  return typeMap[type(a)](cb, init, a)\n})\n\n// function iterableFold (cb, acc, gen) {\n//   let step = gen.next()\n//   while (!step.done) {\n//     acc = cb(acc, step.value)\n//     step = gen.next()\n//   }\n//   return acc\n// }\n","import curry from 'fun.js/src/curry'\nimport map from 'fun.js/src/map'\nimport fold from 'fun.js/src/fold'\nimport equals from 'fun.js/src/equals'\nimport concat from './util/concat'\nimport empty from './util/empty'\nimport dot from './util/dot'\nimport identity from './util/identity'\nimport transpose from './util/transpose'\nimport generate from './util/generate'\n// import gpumap from 'util/gpumap'\n// import gpufold from 'util/gpufold'\n// import gpuproduct from 'util/gpuproduct'\n\n/**\n * @class Matrix\n * @classdesc Matrix applicative providing standard matrix operations\n * @summary The Matrix class should not be instantiated with the new keyword. Instead use the Matrix.of syntax to create a new Matrix. Unfortunatly jsdocs does not allow for the constructor to be hidden.\n * @hidecontructor\n * @see of\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n *\n */\nlet Matrix = function (val) {\n  this.__value = val\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.of\n * @desc Creates a Matrix object and flattens the Matrix\n * @param val {array|function} An array of arrays\n * @returns {Matrix}\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n *\n */\nMatrix.of = function (val) {\n  if (val instanceof Matrix) return val\n  if (this instanceof Matrix) {\n    this.__value = val\n    return this\n  }\n  return new Matrix(val)\n}\n\n/**\n * @memberOf Matrix\n * @property {string} type\n * @type {string}\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n * m.type === 'Matrix'\n */\nMatrix.prototype.type = 'Matrix'\n\n/**\n * @memberOf Matrix\n * @property {number} precision\n * @type {number}\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n * m.precision === 4\n */\nMatrix.prototype.precision = 4\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#setPrecision\n * @param precision {number} Set the number of decimals for rounding\n * @example\n *\n * const m =  Matrix.of([[1,2],[2,3],[4,5]])\n * m.setPrecision(10)\n * m.precision === 10\n */\nMatrix.prototype.setPrecision = function (precision) {\n  this.precision = precision\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member isSymmetric\n * @returns {boolean}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * true === A.isSymmetric()\n *\n */\nMatrix.prototype.isSymmetric = function () {\n  const a = this.__value\n  const b = Matrix.transpose(this).__value\n  return equals(a, b)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#isSquare\n * @desc Boolean indicating whether this contains a square Matrix\n * @returns {boolean}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * true === A.isSquare()\n *\n */\nMatrix.prototype.isSquare = function () {\n  return equals(this.getCols(), this.getRows())\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#isOrthogonal\n * @param M {Matrix|array}\n * @returns {boolean}\n * @example\n *\n * const result = [[-0.3092, -0.9510], [-0.9510, 0.3092]]\n * const A = Matrix.fromArray(result)\n * true  === A.isOrthogonal()\n */\nMatrix.prototype.isOrthogonal = function () {\n  const AxAt = this.dot(this.transpose())\n  const I = this.identity()\n  return equals(AxAt, I)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#getCols\n * @returns {Number}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getCols()  === 2\n *\n */\nMatrix.prototype.getCols = function () {\n  return this.__value[0].length\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#equals\n * @param M {Matrix|array}\n * @returns {Boolean}\n * @example\n *\n * var a = [[1, 1], [1, 1]]\n * var A = Matrix.of(a)\n * var B = Matrix.of(a)\n * true  === A.equals(B)\n */\nMatrix.prototype.equals = function (M) {\n  return equals(this.__value, M.__value || M)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#getRows\n * @returns {Number}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getRows()  // 2\n */\nMatrix.prototype.getRows = function () {\n  return this.__value.length\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#getShape\n * @returns {Array}\n * @example\n *\n * const A = Matrix.of([[1, 1], [1, 1]])\n * A.getShape()  // [2, 2]\n */\nMatrix.prototype.getShape = function () {\n  return [this.getRows(), this.getCols()]\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#map\n * @description Maps over the rows of the matrix using a map function\n * @param f {function} An iterator function\n * @returns {Matrix}\n * @example\n *\n * const m = Matrix.of([[1, 1], [1, 1]])\n * m.map(x => x.map(y => y+ 1))\n * // [[2, 2], [2, 2]]\n *\n */\nMatrix.prototype.map = function (f) {\n  return Matrix.of(map(f)(this.__value))\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.map\n * @description Static function that maps over the rows of the matrix using a map function\n * @param f {function} An iterator function\n * @param M {Matrix|array} Matrix or array to map\n * @returns {Matrix}\n * @example\n *\n * const m = Matrix.map(x= > x.map(y => y+ 1), [[1, 1], [1, 1]])\n * // [[2, 2], [2, 2]]\n *\n */\nMatrix.map = curry(function (f, M) {\n  return Matrix.of(M).map(f)\n})\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#fold\n * @description Reduce the matrix rows using a reduce function\n * @param f {function} A reduce/fold function\n * @returns {Matrix}\n * @example\n *\n * // Flatten Matrix\n * Matrix.of([[1, 1], [1, 1]]).fold((prev, next) => prev.concat(next))\n * // [1, 1, 1, 1]\n */\nMatrix.prototype.fold = function (f) {\n  return Matrix.of(fold(f, [])(this.__value))\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.fold\n * @description Static function to reduce the matrix rows using a reduce function\n * @param f {function} A reduce/fold function\n * @param M {Matrix} The Matrix to reduce\n * @returns {Matrix}\n * @example\n\n * // Sum of all matrix values\n * const reducer = (prev, next) => Number(prev) + next.reduce((acc, x) => acc + x, 0)\n * const A = Matrix.of([[1, 1], [1, 1]]\n * Matrix.fold(reducer, A)\n * // 4\n */\nMatrix.fold = curry(function (f, M) {\n  return Matrix.of(M).fold(f)\n})\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#ap\n * @description Applies a Matrix to a function\n * @param M {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const f = x => x.reduce((prev, next) => prev + next)\n * const A = Matrix.of([[1, 2, 3], [4, 5, 6], [7, 8, 9]])\n * Matrix.of(f).ap(M)\n * // [[6], [15], [24]\n */\nMatrix.prototype.ap = function (M) {\n  return Matrix.of(M).map(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.ap\n * @description Applies a Matrix to a function\n * @param f {function}\n * @param M {Matrix|array}\n * @returns {Matrix}\n * @example\n *\n * const f = x => x.reduce((prev, next) => prev + next)\n * Matrix.ap(f, [[1, 2, 3], [4, 5, 6], [7, 8, 9]])\n * // [[6], [15], [24]\n */\nMatrix.ap = curry(function (f, M) {\n  return Matrix.of(f).ap(M)\n})\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#concat\n * @description Concatenates 2 Matrices using a function as operator\n * @param M {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const a = [[0, 1, 1], [2, 3, 4]]\n * const b = [[2, 2, 2], [3, 3, 3]]\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n * const M = A.concat(B)\n * // [[0, 1, 1, 2, 2, 2], [2, 3, 4, 3, 3, 3]]\n *\n */\nMatrix.prototype.concat = function (M, f = concat) {\n  return Matrix.of(this).map(f(M))\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.concat\n * @description Concatenates 2 Matrices using a function as operator\n * @param A {Matrix}\n * @param B {Matrix}\n * @returns {Matrix}\n * @example\n *\n * const a = [[0, 1, 1], [2, 3, 4]]\n * const b = [[2, 2, 2], [3, 3, 3]]\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n * const M = Matrix.concat(A, B)\n * // [[0, 1, 1, 2, 2, 2], [2, 3, 4, 3, 3, 3]]\n *\n */\nMatrix.concat = curry(function (A, B, f = concat) {\n  return Matrix.of(A).map(f(B))\n})\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#empty\n * @description Return an empty Matrix from an existing Matrix\n * @returns {Matrix}\n */\nMatrix.prototype.empty = function () {\n  return Matrix.of(this).map(empty)\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.empty\n * @description Return an empty Matrix from an existing Matrix\n * @param rows {number}\n * @param cols {number}\n * @returns {Matrix}\n */\nMatrix.empty = curry(function (rows = 0, cols = 0) {\n  const m = generate(rows, cols) // Array.apply(null, Array(rows)).map(x => Array.apply(null, Array(cols)))\n  return Matrix.of(m).map(empty)\n})\n\n// #### #### #### //\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#identity\n * @desc Returns an identity matrix\n * @returns {Matrix}\n * @example\n *\n * const a = [[1, 2, 3], [4, 5, 6]]\n * const A = Matrix.of(a)\n * const Aidentity = A.identity()\n * // [[1, 0, 0], [0, 1, 0]]\n *\n */\nMatrix.prototype.identity = function () {\n  return Matrix.of(identity).ap(this)\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.identity\n * @desc Returns an identity matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.identity(3, 2)\n * // [[1, 0, 0], [0, 1, 0]]\n *\n */\nMatrix.identity = function (rows, cols) {\n  const m = generate(rows, cols) // Array.apply(null, Array(rows)).map(x => Array.apply(null, Array(cols)))\n  return Matrix.of(identity).ap(m)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#combine\n * @see Matrix.concat\n * @param M\n * @returns {Matrix}\n */\nMatrix.prototype.combine = function (M) {\n  return Matrix.of(this).concat(Matrix.of(M), concat)\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.combine\n * @see Matrix.concat\n * @param M\n * @returns {Matrix}\n */\nMatrix.combine = function (A, B) {\n  return Matrix.of(A).concat(Matrix.of(B), concat)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#dot\n * @description Returns the dot product between 2 matrices\n * @param M\n * @param f\n * @returns {Matrix}\n * @example\n *\n * // Create matrix\n * const m = Matrix.of([[1, 2], [3, 4]])\n *\n * // Generate identity matrix\n * const I  = m.identity() // [[1, 0], [0, 1]]\n *\n * if(m.dot(I).equals(m)) {\n *    console.log('Dot product with identity matrix returns the same matrix')\n * }\n *\n */\nMatrix.prototype.dot = function (M) {\n  return Matrix.of(this).concat(Matrix.of(M), dot(this.precision))\n}\n\n/**\n * @memberOf Matrix\n * @static\n * @function Matrix.dot\n * @description Returns the dot product between 2 matrices\n * @param M\n * @returns {Matrix}\n * @example\n * const a = [[1, 2, 3], [4, 5, 6]]\n * const b = [[7, 8], [9, 10], [11, 12]]\n *\n * const A = Matrix.of(a)\n * const B = Matrix.of(b)\n *\n * Matrix.dot(A, B) // [[58, 64], [139, 154]]\n *\n */\nMatrix.dot = function (A, B) {\n  return Matrix.of(A).dot(Matrix.of(B))\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#fill\n * @desc Fill up an empty matrix with the provided map function\n * @param f\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).fill(x => 42)\n * // [[42,42,42], [42,42,42], [42,42,42]]\n *\n */\nMatrix.prototype.fill = function (f) {\n  return Matrix.of(this).map(map(x => f(x)))\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#zeros\n * @desc Fill up an empty matrix with zeros\n * @returns {Matrix}\n *\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).zeros()\n * // [[0,0,0], [0,0,0], [0,0,0]]\n *\n */\nMatrix.prototype.zeros = function () {\n  return Matrix.of(this).fill(x => 0)\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.zeros\n * @desc Fill up an empty matrix with zeros\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.zeros(3, 3)\n * // [[0,0,0], [0,0,0], [0,0,0]]\n *\n */\nMatrix.zeros = function (rows, cols) {\n  const m = generate(rows, cols)\n  return Matrix.of(m).fill(x => 0)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#ones\n * @desc Fill up an empty matrix with ones\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1,2,3], [3,2,1], [4,5,6]]).ones()\n * // [[1,1,1], [1,1,1], [1,1,1]]\n *\n */\nMatrix.prototype.ones = function () {\n  return Matrix.of(this).fill(x => 1)\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.ones\n * @desc Fill up an empty matrix with ones\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.ones(1, 1)\n * // [[1,1,1], [1,1,1], [1,1,1]]\n *\n */\nMatrix.ones = function (rows, cols) {\n  const m = generate(rows, cols)\n  return Matrix.of(m).fill(x => 1)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#random\n * @desc Fill up an empty matrix with random values\n * @param {function} [f = e => Math.random() * 2 - 1]\n * @returns {Matrix}\n */\nMatrix.prototype.random = function (f = e => Math.random() * 2 - 1) {\n  return Matrix.of(this).fill(f)\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.random\n * @desc Fill up an empty matrix with random numbers\n * @param f {function} Function which returns random values. Default random values are between -1 and 1\n * @param rows {number} Defines the rows of the matrix\n * @param cols {number} Defines the columns of the matrix\n * @returns {Matrix}\n */\nMatrix.random = function (f = e => (Math.random() * 2 - 1), rows, cols) {\n  const m = generate(rows, cols)\n  return Matrix.of(m).fill(f)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#toArray\n * @desc Returns the array from the matrix\n * @returns {Array}\n */\nMatrix.prototype.toArray = function () {\n  return this.__value.map(row => row.map(col => col))\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#clone\n * @desc Returns a clone of the matrix\n * @returns {Matrix}\n */\nMatrix.prototype.clone = function () {\n  return Matrix.fromArray(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#fromArray\n * @desc Returns a Matrix from an array\n * @returns {Array}\n */\nMatrix.fromArray = function (arr) {\n  return Matrix.of(map(row => map(col => col)(row))(arr))\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#transpose\n * @desc Returns a transposed Matrix\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([-1, 2], [3, 4], [-8, 2])\n * const b = A.transpose().toArray()\n * // returns [[-1, 3,-8], [2, 4, 2]]\n */\nMatrix.prototype.transpose = function () {\n  return Matrix.of(fold(transpose, [], this.__value))\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.transpose\n * @desc Returns a transposed Matrix\n * @param M {Matrix|array} A Matrix or a matrix array\n * @returns {Matrix}\n * @example\n *\n * const a = [-1, 2], [3, 4], [-8, 2]\n * const b = Matrix.transpose(a).toArray()\n * // returns [[-1, 3,-8], [2, 4, 2]]\n */\nMatrix.transpose = function (M) {\n  return Matrix.of(M).transpose()\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.add\n * @instance\n * @param M {Matrix|number} Add a Matrix or a number\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.add(1) // [[6, 5]]\n * const B = Matrix.of([[5, 5]])\n * B.add(B) // [[10, 10]]\n *\n */\nMatrix.prototype.add = function (M) {\n  if (M instanceof Matrix) {\n    if (this.getCols() !== M.getCols() || this.getRows() !== M.getRows()) {\n      throw new Error('Matrices do not match, cannot add')\n    }\n    return this.map((row, idx) => map((val, jdx) => val + M.__value[idx][jdx])(row))\n  } else {\n    return this.map(map(x => x + M))\n  }\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#subtract\n * @instance\n * @param M {Matrix|number} Subtract a Matrix or a number\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.subtract(1) // [[4, 2]]\n * const B = Matrix.of([[5, 5]])\n * B.subtract(B) // [[0, 0]]\n *\n */\nMatrix.prototype.subtract = function (M) {\n  if (M instanceof Matrix) {\n    if (this.getCols() !== M.getCols() || this.getRows() !== M.getRows()) {\n      throw new Error('Matrices do not match, cannot subtract')\n    }\n    return this.map((row, idx) => map((val, jdx) => val - M.__value[idx][jdx])(row))\n  } else {\n    return this.map(map(x => x - M))\n  }\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#multiply\n * @instance\n * @desc Mutliply a scalar or a mtraix with a matrix. Throws an error if the multiplication is not possible.\n * @param M {Matrix|number}\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.multiply(2) // [[10, 8]]\n * const B = Matrix.of([[5, 5]])\n * B.multiply(B) // [[25, 25]]\n *\n */\nMatrix.prototype.multiply = function (M) {\n  if (M instanceof Matrix) {\n    if (this.getCols() !== M.getCols() || this.getRows() !== M.getRows()) {\n      console.log('Use static method \\'dot\\' to do matrix multiplication')\n      throw new Error('Matrices do not match, cannot create hadamard product')\n    }\n    return this.map((row, idx) => map((col, jdx) => col * M.__value[idx][jdx])(row))\n  } else {\n    return this.map(map(x => x * M))\n  }\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#additiveinverse\n * @instance\n * @desc Function that returns the matrix obtained by changing the sign of every matrix element. The additive inverse of matrix A is written –A.\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5,-5], [-4, 4]])\n * const minusA = A.additiveinverse()\n * // [[-5, 5], [4, -4]]\n */\nMatrix.prototype.additiveinverse = function () {\n  return Matrix.of(this).multiply(-1)\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#hadamard\n * @instance\n * @see multiply\n * @param M\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[5, 4]])\n * A.hadamard(2) // [[10, 8]]\n * const B = Matrix.of([[5, 5]])\n * B.hadamard(B) // [[25, 25]]\n\n */\nMatrix.prototype.hadamard = function (M) {\n  return Matrix.of(this).multiply(M)\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#lu\n * @desc Calculates LU decomposition of the current Matrix\n * @returns {Matrix[]}\n * @example\n *\n * const result = [[3, -7, -2, 2], [-3, 5, 1, 0], [6, -4, 0, -5], [-9, 5, -5, 12]]\n * const A = Matrix.fromArray(result)\n * const lu = A.lu()\n * // L.__value = [ [ 1, 0, 0, 0 ], [ -1, 1, 0, 0 ], [ 2, -5, 1, 0 ], [ -3, 8, 3, 1 ] ]\n * // U.__value =  [ [ 3, -7, -2, 2 ], [ 0, -2, -1, 2 ], [ 0, 0, -1, 1 ], [ 0, 0, 0, -1 ] ]\n * Matrix.dot(lu[0], lu[1]) // returns clone of A\n *\n */\nMatrix.prototype.lu = function () {\n  const n = this.getRows()\n  const tol = 1e-6\n  const A = this.clone()\n  const L = this.zeros()\n  const U = this.zeros()\n\n  for (let k = 0; k < n; ++k) {\n    if (Math.abs(A.__value[k][k]) < tol) throw Error('Cannot proceed without a row exchange')\n    L.__value[k][k] = 1\n    for (let i = k + 1; i < n; ++i) {\n      L.__value[i][k] = A.__value[i][k] / A.__value[k][k]\n      for (let j = k + 1; j < n; ++j) {\n        A.__value[i][j] = A.__value[i][j] - L.__value[i][k] * A.__value[k][j]\n      }\n    }\n    for (let l = k; l < n; ++l) {\n      U.__value[k][l] = A.__value[k][l]\n    }\n  }\n  return [L, U]\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#rref\n * @returns {Matrix|array}\n * @example\n *\n * var A = Matrix.of([[-1, 1], [-1, 0], [0, -1], [-1, -2]])\n * A.rref() //  [ [ 1, 0 ], [ -0, 1 ], [ 0, 0 ], [ 0, 0 ] ]\n */\nMatrix.prototype.rref = function () {\n  let lead = 0\n  const resultMatrix = this.clone()\n\n  for (let r = 0; r < this.getRows(); ++r) {\n    if (this.getCols() <= lead) {\n      return resultMatrix\n    }\n    let i = r\n    while (resultMatrix.__value[i][lead] === 0) {\n      ++i\n      if (this.getRows() === i) {\n        i = r\n        ++lead\n        if (this.getCols() === lead) {\n          return resultMatrix\n        }\n      }\n    }\n\n    let tmp = resultMatrix.__value[i]\n    resultMatrix.__value[i] = resultMatrix.__value[r]\n    resultMatrix.__value[r] = tmp\n\n    let val = resultMatrix.__value[r][lead]\n    for (let j = 0; j < this.getCols(); ++j) {\n      resultMatrix.__value[r][j] /= val\n    }\n\n    for (let i = 0; i < this.getRows(); ++i) {\n      if (i === r) continue\n      val = resultMatrix.__value[i][lead]\n      for (let j = 0; j < this.getCols(); ++j) {\n        resultMatrix.__value[i][j] -= val * resultMatrix.__value[r][j]\n      }\n    }\n    lead++\n  }\n  return resultMatrix\n}\n\n/**\n * @memberOf Matrix\n * @instance\n * @member Matrix#solve\n * @param b\n * @returns {Array}\n * @example\n *\n * // Solve xA = b\n * // 5x + y  = 7\n * // 3x - 4y = 18\n * // Solution for x and y:\n * // x = 2\n * // y = -3\n *\n * const A = Matrix.of([[5, 1], [3, -4]])\n * const solveA = A.solve([7, 18]) // [2, -3]\n *\n */\nMatrix.prototype.solve = function (b) {\n  const A = this.clone()\n  const LU = A.lu()\n  const L = LU[0]\n  const U = LU[1]\n  const n = this.getRows()\n  let s = 0\n  const c = []\n  const x = []\n\n  for (let k = 0; k < n; ++k) {\n    for (let j = 0; j < k; ++j) {\n      s = s + L.__value[k][j] * c[j]\n    }\n    c[k] = b[k] - s\n    s = 0\n  }\n  for (let a = n - 1; a > -1; --a) {\n    let t = 0\n    for (let b = a + 1; b < n; ++b) {\n      t = t + U.__value[a][b] * x[b]\n    }\n    x[a] = (c[a] - t) / U.__value[a][a]\n  }\n  return x\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#inverse\n * @instance\n * @returns {Matrix}\n * @example\n *\n * const A = Matrix.of([[1, 1], [2, 4]]).inverse()\n * // [ [ 2, -0.5 ], [ -1, 0.5 ] ]\n *\n */\nMatrix.prototype.inverse = function () {\n  const A = this.clone()\n  const I = A.identity()\n  const Inv = A.concat(I).rref()\n\n  const result = Inv.__value.reduce((result, x, idx) => {\n    const half = x.length / 2\n    result.push(x.slice(half, x.length))\n    return result\n  }, [])\n  return Matrix.of(result)\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#rank\n * @instance\n * @returns {Number}\n */\nMatrix.prototype.rank = function () {\n  const rref = this.rref()\n  let result = 0\n  for (let i = 0; i < rref.getCols(); ++i) {\n    result += rref.__value[i][i]\n  }\n  return result\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#dimension\n * @instance\n * @see rank\n * @returns {Number}\n */\nMatrix.prototype.dimension = function () {\n  return this.rank()\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#diag\n * @instance\n * @desc Returns an array containing the values on the diagonal\n * @returns {Array}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).diag()\n * // [1, 1, 1]\n *\n * const diag0 = Matrix.zeros(5, 5).diag()\n * // [0, 0, 0, 0, 0]\n *\n */\nMatrix.prototype.diag = function () {\n  return fold((acc, x, idx) => {\n    return acc.concat(x[idx])\n  })([])(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.diag\n * @desc Returns an array containing the values on the diagonal\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Array}\n * @example\n *\n * const diag1 = Matrix.diag([[2, 1], [1, 5]])\n * // [2, 5]\n *\n */\nMatrix.diag = function (M) {\n  return Matrix.of(M).diag()\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#diagproduct\n * @instance\n * @desc Returns the product of the values on the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).diagproduct()\n * // 1\n *\n * const diag0 = Matrix.zeros(5, 5).diagproduct()\n * // 0\n *\n */\nMatrix.prototype.diagproduct = function () {\n  return fold((acc, x, idx) => {\n    acc *= x[idx]\n    return acc\n  })(1)(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.diagproduct\n * @desc Returns the product of the values on the diagonal\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.diagproduct([[2, 1], [1, 5]])\n * // 10\n *\n */\nMatrix.diagproduct = function (M) {\n  return Matrix.of(M).diagproduct()\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#sum\n * @instance\n * @desc Returns the sum of the values in the Matrix\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.ones(3, 3).sum()\n * // 9\n *\n * const diag0 = Matrix.zeros(5, 5).sum()\n * // 0\n *\n */\nMatrix.prototype.sum = function () {\n  return fold((acc, x) => {\n    acc += fold((prev, next) => prev + next)(0)(x)\n    return acc\n  })(0)(this.__value)\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.sum\n * @desc Returns the sum of the values in the Matrix\n * @param M {Matrix|Array} Matrix from which to return the diagonal\n * @returns {Number}\n * @example\n *\n * const diag1 = Matrix.sum([[2, 1], [1, 5]])\n * // 9\n *\n */\nMatrix.sum = function (M) {\n  return Matrix.of(M).sum()\n}\n\n/**\n * @memberOf Matrix\n * @member Matrix#kronecker\n * @instance\n * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.\n * @param M {Matrix} The right side Matrix of the product (this ⊗ M)\n * @returns {Matrix}\n */\nMatrix.prototype.kronecker = function (M) {\n  const m = this.getRows()\n  const n = this.getCols()\n  const p = M.getRows()\n  const q = M.getCols()\n\n  const left = this.__value\n  const right = M.__value\n\n  const frame = generate(m * p, n * q)\n\n  for (let i = 0; i < m; i++) {\n    for (let j = 0; j < n; j++) {\n      for (let k = 0; k < p; k++) {\n        for (let l = 0; l < q; l++) {\n          frame[p * i + k][q * j + l] = left[i][j] * right[k][l]\n        }\n      }\n    }\n  }\n\n  return Matrix.of(frame)\n}\n\n/**\n * @memberOf Matrix\n * @function Matrix.kronecker\n * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.\n * @param A {Matrix} The left side Matrix of the product (A ⊗ B)\n * @param B {Matrix} The right side Matrix of the product (A ⊗ B)\n * @returns {Matrix}\n */\nMatrix.kronecker = function (A, B) {\n  return Matrix.of(A).kronecker(B)\n}\n\nexport default Matrix\n","import curry from 'fun.js/src/curry'\nimport concat from 'fun.js/src/concat'\n\n/**\n * @function concat\n * @param M {Matrix}\n * @param m {Array}\n * @param idx {number}\n * @returns {Array}\n */\nexport default curry(function (M, m, idx) {\n  return concat(m, M.__value[idx])\n})\n","import curry from 'fun.js/src/curry'\n\nexport default curry(m => [])\n","import curry from 'fun.js/src/curry'\nimport fold from 'fun.js/src/fold'\nimport map from 'fun.js/src/map'\nimport round from './round'\n\n/**\n * @function dot\n * @param B {Matrix}\n * @param a {Array}\n * @returns {Array}\n */\nexport default curry((decimals, B, a) => map((item, i) => {\n  return fold((acc, x, j) => {\n    acc += round(x * B.__value[j][i], decimals)\n    return acc\n  }, 0)(a)\n})(B.__value[0]))\n","/**\n * @function round\n * @param value {number}\n * @param decimals {number}\n * @returns {Number}\n */\nexport default function round (value, decimals) {\n  return Number(Math.round(value + 'e' + decimals) + 'e-' + decimals)\n}\n","import map from 'fun.js/src/map'\n\n/**\n * @function identity\n * @desc Creates an identiy matrix from an empty array\n * @param m {Array}\n * @param idx {number}\n * @return {Matrix}\n */\nexport default (m, idx) => map((rows, jdx) => (idx === jdx) * 1)(m)\n","import map from 'fun.js/src/map'\nimport curry from 'fun.js/src/curry'\n\n/**\n * @function transpose\n * @desc Transposes a array of arrays using the Matrix.map function\n * @param m {Array}\n * @param idx {number}\n * @return {Matrix}\n */\nexport default curry((prev, next) => map((item, i) => (prev[i] || []).concat(next[i]))(next))\n","/**\n * @function generate\n * @desc Generator function for a matrix array, values are set to undefined\n * @param rows {number}\n * @param cols {number}\n * @returns {any[][]}\n */\nexport default (rows, cols) => Array.apply(null, Array(rows)).map(x => Array.apply(null, Array(cols)))\n","/**\n * @function exists\n */\nexport default function exists (x) {\n  return !(x == null)\n};\n","/**\n * @private\n */\nimport is from '../is'\n\nexport default is('Number')\n","/**\n * Checks if both predicates are true\n *\n * @function and\n * @description Checks if both predicates are true\n * @since v1.0.2\n * @sig (x, y) -> boolean\n * @param {*} x - A predicate\n * @param {*} y - A predicate\n * @return {boolean}\n **/\nimport curry from './curry'\n\nexport default curry(function and (x, y) {\n  return x && y\n})\n","/**\n * @function isNaN\n * @description Checks if number is NAN\n\n */\nimport isNumber from './is'\nimport and from '../and'\n\nexport default function isNan (x) {\n  return and(isNumber(x), isNaN(x))\n};\n","/**\n\n * @function identical\n * @description checks for identintical items\n */\nimport curry from './curry'\nimport isNan from './number/isNan'\n\nexport default curry(function identical (x, y) {\n  if (x === 0 && y === 0) {\n    return 1 / x === 1 / y\n  }\n  if (x === y) {\n    return true\n  }\n  return !!(isNan(x) && isNan(y))\n})\n","/**\n * @function not\n */\nimport curry from './curry'\n\nexport default curry(function not (x) {\n  return !x\n})\n","/**\n * @function or\n * @description Returns true if one or the other is true\n */\nimport curry from './curry'\n\nexport default curry(function or (x, y) {\n  return x || y\n})\n","/**\n\n */\nimport is from '../is'\n\nexport default is('Object')\n","/**\n * Checks if the provided object is an array, autocurried function\n *\n * @private\n * @function isArray\n * @description Checks if the provided object is an array, autocurried function\n * @param {*} Object to verifiy\n * @return {boolean}\n * @since 1.0.2\n * @example\n *\n * const result = isArray([1,1,1])\n * // result = true\n */\n\nimport is from '../is'\n\nexport default is('Array')\n","/**\n * Curried function that verifies of the provided argument is a boolean\n *\n * @private\n * @function is\n * @description Curried function that verifies of the provided argument is a boolean\n * @since v1.0.2\n * @param {*} Item to verify\n * @return {boolean}\n **/\nimport is from '../is'\n\nexport default is('Boolean')\n","/**\n\n */\nimport is from '../is'\n\nexport default is('String')\n","/**\n * Created by dierickx.len on 01/04/2017.\n */\n/**\n * Created by dierickx.len on 01/04/2017.\n */\nimport is from '../is'\n\nexport default is('Date')\n","/**\n * @private\n * @function equalsArray\n * @description Autocurried function for deep comparison of arrays\n * @param {a} x - Object to compare of type a\n * @param {a} y - Object x to compare with object x\n * @return {boolean}\n */\nimport curry from '../curry'\nimport not from '../not'\nimport equals from '../equals'\n\nexport default curry(function equalsArray (x, y) {\n  if (x.length !== y.length) {\n    return false\n  }\n  for (let i = 0; i < x.length; i++) {\n    if (not(equals(x[i], y[i]))) return false\n  }\n  return true\n})\n","/**\n\n * equals\n * checks for equality\n */\nimport curry from '../curry'\nimport exists from '../exists'\nimport not from '../not'\nimport equals from '../equals'\n\nexport default curry((x, y) => {\n  for (let keyX in x) {\n    // noinspection JSUnfilteredForInLoop\n    if (not(equals(x[keyX], y[keyX]))) return false\n  }\n\n  for (let keyY in y) {\n    if (not(exists(x[keyY])) && exists(y[keyY])) return false\n  }\n\n  return true\n})\n","/**\n\n * @function equals\n * @description Autocurried function that checks for equality of 2 items\n * @param {*} x - Left side of the equality check\n * @param {*} y - Right side of the equality check\n * @return {boolean}\n * @example\n *\n * const nan = Number.NaN\n * equal(nan, nan) // returns true\n *\n * const arr1 = [0, 1, 2, 3]\n * const arr2 = [null, 1, 2, 3]\n * equals(arr1, arr2) // returns false\n *\n * equals(new Object({'a': 0, 'b': 1}), {'a': 0, 'b': 1}) // true\n *\n */\nimport curry from './curry'\nimport exists from './exists'\nimport identical from './identical'\nimport type from './type'\nimport not from './not'\nimport or from './or'\nimport isObject from './object/is'\nimport isArray from './array/is'\nimport isBoolean from './boolean/is'\nimport isNumber from './number/is'\nimport isString from './string/is'\nimport isDate from './date/is'\nimport equalsArray from './array/equals'\nimport equalsObject from './object/equals'\n\nexport default curry(function equals (x, y) {\n  if (identical(x, y)) return true\n\n  if (type(x) !== type(y)) return false\n\n  if (or(not(exists(x)), not(exists(y)))) return false\n\n  if (x.constructor !== y.constructor) return false\n\n  if (isString(x) || isBoolean(x) || isNumber(x) || isDate(x)) {\n    return identical(x.valueOf(), y.valueOf())\n  }\n  if (isArray(x)) {\n    return equalsArray(x, y)\n  } else if (isObject(x)) {\n    return equalsObject(x, y)\n  }\n  return false\n})\n","/**\n * @private\n * @function arrayConcat\n * @param a1\n * @param a2\n * @returns {T[]}\n */\nimport curry from '../curry'\n\nexport default curry(function concat (a, b) {\n  return Array.prototype.concat(a, b)\n})\n","/**\n * @private\n * @function stringConcat\n */\n\nexport default function concat (a, b) { // use function(), arrow function doesn't bind arguments\n  return String(a) + String(b)\n}\n","/**\n * Concatenates 2 items together\n *\n * @function concat\n * @description Concatenates 2 items together\n * @since v1.0.4\n * @param {a} a - Left side of the concatenation\n * @param {a} b - right side of the concatenation\n * @return {a} Concatenated item\n **/\n\nimport curry from './curry'\nimport arrayConcat from './array/concat'\nimport stringConcat from './string/concat'\nimport type from './type'\n\nexport default curry(function concat (a, b) {\n  const typeMap = {\n    'String': stringConcat,\n    'Array': arrayConcat\n  }\n  return typeMap[type(a)](a, b)\n})\n"],"sourceRoot":""}
\ No newline at end of file
diff --git a/package.json b/package.json
index e2af32c..7719252 100755
--- a/package.json
+++ b/package.json
@@ -1,7 +1,7 @@
 {
   "name": "@astuanax/funmatrix",
   "sideEffects": false,
-  "version": "1.0.1",
+  "version": "1.0.2",
   "description": "Matrix monad",
   "main": "src/matrix.js",
   "scripts": {
diff --git a/src/matrix.js b/src/matrix.js
index 713f207..d89045c 100644
--- a/src/matrix.js
+++ b/src/matrix.js
@@ -2,12 +2,15 @@ import curry from 'fun.js/src/curry'
 import map from 'fun.js/src/map'
 import fold from 'fun.js/src/fold'
 import equals from 'fun.js/src/equals'
-import concat from 'util/concat'
-import empty from 'util/empty'
-import dot from 'util/dot'
-import identity from 'util/identity'
-import transpose from 'util/transpose'
-import generate from 'util/generate'
+import concat from './util/concat'
+import empty from './util/empty'
+import dot from './util/dot'
+import identity from './util/identity'
+import transpose from './util/transpose'
+import generate from './util/generate'
+// import gpumap from 'util/gpumap'
+// import gpufold from 'util/gpufold'
+// import gpuproduct from 'util/gpuproduct'
 
 /**
  * @class Matrix
@@ -24,6 +27,27 @@ let Matrix = function (val) {
   this.__value = val
 }
 
+/**
+ * @memberOf Matrix
+ * @static
+ * @function Matrix.of
+ * @desc Creates a Matrix object and flattens the Matrix
+ * @param val {array|function} An array of arrays
+ * @returns {Matrix}
+ * @example
+ *
+ * const m =  Matrix.of([[1,2],[2,3],[4,5]])
+ *
+ */
+Matrix.of = function (val) {
+  if (val instanceof Matrix) return val
+  if (this instanceof Matrix) {
+    this.__value = val
+    return this
+  }
+  return new Matrix(val)
+}
+
 /**
  * @memberOf Matrix
  * @property {string} type
@@ -49,7 +73,7 @@ Matrix.prototype.precision = 4
 /**
  * @memberOf Matrix
  * @instance
- * @member setPrecision
+ * @member Matrix#setPrecision
  * @param precision {number} Set the number of decimals for rounding
  * @example
  *
@@ -81,7 +105,7 @@ Matrix.prototype.isSymmetric = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member isSquare
+ * @member Matrix#isSquare
  * @desc Boolean indicating whether this contains a square Matrix
  * @returns {boolean}
  * @example
@@ -97,7 +121,7 @@ Matrix.prototype.isSquare = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member isOrthogonal
+ * @member Matrix#isOrthogonal
  * @param M {Matrix|array}
  * @returns {boolean}
  * @example
@@ -115,7 +139,7 @@ Matrix.prototype.isOrthogonal = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member getCols
+ * @member Matrix#getCols
  * @returns {Number}
  * @example
  *
@@ -130,7 +154,7 @@ Matrix.prototype.getCols = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member equals
+ * @member Matrix#equals
  * @param M {Matrix|array}
  * @returns {Boolean}
  * @example
@@ -147,7 +171,7 @@ Matrix.prototype.equals = function (M) {
 /**
  * @memberOf Matrix
  * @instance
- * @member getRows
+ * @member Matrix#getRows
  * @returns {Number}
  * @example
  *
@@ -161,7 +185,7 @@ Matrix.prototype.getRows = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member getShape
+ * @member Matrix#getShape
  * @returns {Array}
  * @example
  *
@@ -172,31 +196,10 @@ Matrix.prototype.getShape = function () {
   return [this.getRows(), this.getCols()]
 }
 
-/**
- * @memberOf Matrix
- * @static
- * @function of
- * @desc Creates a Matrix object and flattens the Matrix
- * @param val {array|function} An array of arrays
- * @returns {Matrix}
- * @example
- *
- * const m =  Matrix.of([[1,2],[2,3],[4,5]])
- *
- */
-Matrix.of = function (val) {
-  if (val instanceof Matrix) return val
-  if (this instanceof Matrix) {
-    this.__value = val
-    return this
-  }
-  return new Matrix(val)
-}
-
 /**
  * @memberOf Matrix
  * @instance
- * @member map
+ * @member Matrix#map
  * @description Maps over the rows of the matrix using a map function
  * @param f {function} An iterator function
  * @returns {Matrix}
@@ -214,7 +217,7 @@ Matrix.prototype.map = function (f) {
 /**
  * @memberOf Matrix
  * @static
- * @function map
+ * @function Matrix.map
  * @description Static function that maps over the rows of the matrix using a map function
  * @param f {function} An iterator function
  * @param M {Matrix|array} Matrix or array to map
@@ -232,7 +235,7 @@ Matrix.map = curry(function (f, M) {
 /**
  * @memberOf Matrix
  * @instance
- * @member fold
+ * @member Matrix#fold
  * @description Reduce the matrix rows using a reduce function
  * @param f {function} A reduce/fold function
  * @returns {Matrix}
@@ -249,7 +252,7 @@ Matrix.prototype.fold = function (f) {
 /**
  * @memberOf Matrix
  * @static
- * @function fold
+ * @function Matrix.fold
  * @description Static function to reduce the matrix rows using a reduce function
  * @param f {function} A reduce/fold function
  * @param M {Matrix} The Matrix to reduce
@@ -269,7 +272,7 @@ Matrix.fold = curry(function (f, M) {
 /**
  * @memberOf Matrix
  * @instance
- * @member ap
+ * @member Matrix#ap
  * @description Applies a Matrix to a function
  * @param M {Matrix}
  * @returns {Matrix}
@@ -287,7 +290,7 @@ Matrix.prototype.ap = function (M) {
 /**
  * @memberOf Matrix
  * @static
- * @function ap
+ * @function Matrix.ap
  * @description Applies a Matrix to a function
  * @param f {function}
  * @param M {Matrix|array}
@@ -305,7 +308,7 @@ Matrix.ap = curry(function (f, M) {
 /**
  * @memberOf Matrix
  * @instance
- * @member concat
+ * @member Matrix#concat
  * @description Concatenates 2 Matrices using a function as operator
  * @param M {Matrix}
  * @returns {Matrix}
@@ -326,7 +329,7 @@ Matrix.prototype.concat = function (M, f = concat) {
 /**
  * @memberOf Matrix
  * @static
- * @function concat
+ * @function Matrix.concat
  * @description Concatenates 2 Matrices using a function as operator
  * @param A {Matrix}
  * @param B {Matrix}
@@ -348,7 +351,7 @@ Matrix.concat = curry(function (A, B, f = concat) {
 /**
  * @memberOf Matrix
  * @instance
- * @member empty
+ * @member Matrix#empty
  * @description Return an empty Matrix from an existing Matrix
  * @returns {Matrix}
  */
@@ -359,7 +362,7 @@ Matrix.prototype.empty = function () {
 /**
  * @memberOf Matrix
  * @static
- * @function empty
+ * @function Matrix.empty
  * @description Return an empty Matrix from an existing Matrix
  * @param rows {number}
  * @param cols {number}
@@ -375,7 +378,7 @@ Matrix.empty = curry(function (rows = 0, cols = 0) {
 /**
  * @memberOf Matrix
  * @instance
- * @member identity
+ * @member Matrix#identity
  * @desc Returns an identity matrix
  * @returns {Matrix}
  * @example
@@ -385,7 +388,7 @@ Matrix.empty = curry(function (rows = 0, cols = 0) {
  * const Aidentity = A.identity()
  * // [[1, 0, 0], [0, 1, 0]]
  *
-*/
+ */
 Matrix.prototype.identity = function () {
   return Matrix.of(identity).ap(this)
 }
@@ -393,7 +396,7 @@ Matrix.prototype.identity = function () {
 /**
  * @memberOf Matrix
  * @static
- * @function identity
+ * @function Matrix.identity
  * @desc Returns an identity matrix
  * @returns {Matrix}
  * @example
@@ -410,7 +413,7 @@ Matrix.identity = function (rows, cols) {
 /**
  * @memberOf Matrix
  * @instance
- * @member combine
+ * @member Matrix#combine
  * @see Matrix.concat
  * @param M
  * @returns {Matrix}
@@ -422,7 +425,7 @@ Matrix.prototype.combine = function (M) {
 /**
  * @memberOf Matrix
  * @static
- * @function combine
+ * @function Matrix.combine
  * @see Matrix.concat
  * @param M
  * @returns {Matrix}
@@ -434,7 +437,7 @@ Matrix.combine = function (A, B) {
 /**
  * @memberOf Matrix
  * @instance
- * @member dot
+ * @member Matrix#dot
  * @description Returns the dot product between 2 matrices
  * @param M
  * @param f
@@ -459,7 +462,7 @@ Matrix.prototype.dot = function (M) {
 /**
  * @memberOf Matrix
  * @static
- * @function dot
+ * @function Matrix.dot
  * @description Returns the dot product between 2 matrices
  * @param M
  * @returns {Matrix}
@@ -480,7 +483,7 @@ Matrix.dot = function (A, B) {
 /**
  * @memberOf Matrix
  * @instance
- * @member fill
+ * @member Matrix#fill
  * @desc Fill up an empty matrix with the provided map function
  * @param f
  * @returns {Matrix}
@@ -497,7 +500,7 @@ Matrix.prototype.fill = function (f) {
 /**
  * @memberOf Matrix
  * @instance
- * @member zeros
+ * @member Matrix#zeros
  * @desc Fill up an empty matrix with zeros
  * @returns {Matrix}
  *
@@ -513,7 +516,7 @@ Matrix.prototype.zeros = function () {
 
 /**
  * @memberOf Matrix
- * @function zeros
+ * @function Matrix.zeros
  * @desc Fill up an empty matrix with zeros
  * @param rows {number} Defines the rows of the matrix
  * @param cols {number} Defines the columns of the matrix
@@ -532,7 +535,7 @@ Matrix.zeros = function (rows, cols) {
 /**
  * @memberOf Matrix
  * @instance
- * @member ones
+ * @member Matrix#ones
  * @desc Fill up an empty matrix with ones
  * @returns {Matrix}
  * @example
@@ -547,7 +550,7 @@ Matrix.prototype.ones = function () {
 
 /**
  * @memberOf Matrix
- * @function ones
+ * @function Matrix.ones
  * @desc Fill up an empty matrix with ones
  * @param rows {number} Defines the rows of the matrix
  * @param cols {number} Defines the columns of the matrix
@@ -566,7 +569,7 @@ Matrix.ones = function (rows, cols) {
 /**
  * @memberOf Matrix
  * @instance
- * @member random
+ * @member Matrix#random
  * @desc Fill up an empty matrix with random values
  * @param {function} [f = e => Math.random() * 2 - 1]
  * @returns {Matrix}
@@ -577,7 +580,7 @@ Matrix.prototype.random = function (f = e => Math.random() * 2 - 1) {
 
 /**
  * @memberOf Matrix
- * @function random
+ * @function Matrix.random
  * @desc Fill up an empty matrix with random numbers
  * @param f {function} Function which returns random values. Default random values are between -1 and 1
  * @param rows {number} Defines the rows of the matrix
@@ -592,7 +595,7 @@ Matrix.random = function (f = e => (Math.random() * 2 - 1), rows, cols) {
 /**
  * @memberOf Matrix
  * @instance
- * @member toArray
+ * @member Matrix#toArray
  * @desc Returns the array from the matrix
  * @returns {Array}
  */
@@ -603,7 +606,7 @@ Matrix.prototype.toArray = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member clone
+ * @member Matrix#clone
  * @desc Returns a clone of the matrix
  * @returns {Matrix}
  */
@@ -614,7 +617,7 @@ Matrix.prototype.clone = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member fromArray
+ * @member Matrix#fromArray
  * @desc Returns a Matrix from an array
  * @returns {Array}
  */
@@ -625,7 +628,7 @@ Matrix.fromArray = function (arr) {
 /**
  * @memberOf Matrix
  * @instance
- * @member transpose
+ * @member Matrix#transpose
  * @desc Returns a transposed Matrix
  * @returns {Matrix}
  * @example
@@ -640,7 +643,7 @@ Matrix.prototype.transpose = function () {
 
 /**
  * @memberOf Matrix
- * @function transpose
+ * @function Matrix.transpose
  * @desc Returns a transposed Matrix
  * @param M {Matrix|array} A Matrix or a matrix array
  * @returns {Matrix}
@@ -656,7 +659,7 @@ Matrix.transpose = function (M) {
 
 /**
  * @memberOf Matrix
- * @member add
+ * @function Matrix.add
  * @instance
  * @param M {Matrix|number} Add a Matrix or a number
  * @returns {Matrix}
@@ -681,7 +684,7 @@ Matrix.prototype.add = function (M) {
 
 /**
  * @memberOf Matrix
- * @member subtract
+ * @member Matrix#subtract
  * @instance
  * @param M {Matrix|number} Subtract a Matrix or a number
  * @returns {Matrix}
@@ -706,7 +709,7 @@ Matrix.prototype.subtract = function (M) {
 
 /**
  * @memberOf Matrix
- * @member multiply
+ * @member Matrix#multiply
  * @instance
  * @desc Mutliply a scalar or a mtraix with a matrix. Throws an error if the multiplication is not possible.
  * @param M {Matrix|number}
@@ -733,7 +736,7 @@ Matrix.prototype.multiply = function (M) {
 
 /**
  * @memberOf Matrix
- * @member additiveinverse
+ * @member Matrix#additiveinverse
  * @instance
  * @desc Function that returns the matrix obtained by changing the sign of every matrix element. The additive inverse of matrix A is written –A.
  * @returns {Matrix}
@@ -749,7 +752,7 @@ Matrix.prototype.additiveinverse = function () {
 
 /**
  * @memberOf Matrix
- * @member hadamard
+ * @member Matrix#hadamard
  * @instance
  * @see multiply
  * @param M
@@ -769,7 +772,7 @@ Matrix.prototype.hadamard = function (M) {
 /**
  * @memberOf Matrix
  * @instance
- * @member lu
+ * @member Matrix#lu
  * @desc Calculates LU decomposition of the current Matrix
  * @returns {Matrix[]}
  * @example
@@ -808,7 +811,7 @@ Matrix.prototype.lu = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member rref
+ * @member Matrix#rref
  * @returns {Matrix|array}
  * @example
  *
@@ -859,7 +862,7 @@ Matrix.prototype.rref = function () {
 /**
  * @memberOf Matrix
  * @instance
- * @member solve
+ * @member Matrix#solve
  * @param b
  * @returns {Array}
  * @example
@@ -904,7 +907,7 @@ Matrix.prototype.solve = function (b) {
 
 /**
  * @memberOf Matrix
- * @member inverse
+ * @member Matrix#inverse
  * @instance
  * @returns {Matrix}
  * @example
@@ -928,7 +931,7 @@ Matrix.prototype.inverse = function () {
 
 /**
  * @memberOf Matrix
- * @member rank
+ * @member Matrix#rank
  * @instance
  * @returns {Number}
  */
@@ -943,7 +946,7 @@ Matrix.prototype.rank = function () {
 
 /**
  * @memberOf Matrix
- * @member dimension
+ * @member Matrix#dimension
  * @instance
  * @see rank
  * @returns {Number}
@@ -954,7 +957,7 @@ Matrix.prototype.dimension = function () {
 
 /**
  * @memberOf Matrix
- * @member diag
+ * @member Matrix#diag
  * @instance
  * @desc Returns an array containing the values on the diagonal
  * @returns {Array}
@@ -975,7 +978,7 @@ Matrix.prototype.diag = function () {
 
 /**
  * @memberOf Matrix
- * @function diag
+ * @function Matrix.diag
  * @desc Returns an array containing the values on the diagonal
  * @param M {Matrix|Array} Matrix from which to return the diagonal
  * @returns {Array}
@@ -991,7 +994,7 @@ Matrix.diag = function (M) {
 
 /**
  * @memberOf Matrix
- * @member diagproduct
+ * @member Matrix#diagproduct
  * @instance
  * @desc Returns the product of the values on the diagonal
  * @returns {Number}
@@ -1013,7 +1016,7 @@ Matrix.prototype.diagproduct = function () {
 
 /**
  * @memberOf Matrix
- * @function diagproduct
+ * @function Matrix.diagproduct
  * @desc Returns the product of the values on the diagonal
  * @param M {Matrix|Array} Matrix from which to return the diagonal
  * @returns {Number}
@@ -1029,7 +1032,7 @@ Matrix.diagproduct = function (M) {
 
 /**
  * @memberOf Matrix
- * @member sum
+ * @member Matrix#sum
  * @instance
  * @desc Returns the sum of the values in the Matrix
  * @returns {Number}
@@ -1051,7 +1054,7 @@ Matrix.prototype.sum = function () {
 
 /**
  * @memberOf Matrix
- * @function sum
+ * @function Matrix.sum
  * @desc Returns the sum of the values in the Matrix
  * @param M {Matrix|Array} Matrix from which to return the diagonal
  * @returns {Number}
@@ -1067,7 +1070,7 @@ Matrix.sum = function (M) {
 
 /**
  * @memberOf Matrix
- * @member kronecker
+ * @member Matrix#kronecker
  * @instance
  * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.
  * @param M {Matrix} The right side Matrix of the product (this ⊗ M)
@@ -1084,21 +1087,22 @@ Matrix.prototype.kronecker = function (M) {
 
   const frame = generate(m * p, n * q)
 
-  for (var i = 0; i < m; i++) {
-    for (var j = 0; j < n; j++) {
-      for (var k = 0; k < p; k++) {
-        for (var l = 0; l < q; l++) {
+  for (let i = 0; i < m; i++) {
+    for (let j = 0; j < n; j++) {
+      for (let k = 0; k < p; k++) {
+        for (let l = 0; l < q; l++) {
           frame[p * i + k][q * j + l] = left[i][j] * right[k][l]
         }
       }
     }
   }
+
   return Matrix.of(frame)
 }
 
 /**
  * @memberOf Matrix
- * @function kronecker
+ * @function Matrix.kronecker
  * @desc The Kronecker product is an operation on two matrices of arbitrary size resulting in a block matrix.
  * @param A {Matrix} The left side Matrix of the product (A ⊗ B)
  * @param B {Matrix} The right side Matrix of the product (A ⊗ B)