From 6b7510523b5157296a6470e73d9ecfefab5cca48 Mon Sep 17 00:00:00 2001 From: Mark Dewing Date: Tue, 14 Nov 2017 14:08:38 -0600 Subject: [PATCH] Fix small formatting issue Need space between '##' and title in the markdown. --- Wavefunctions/Pade_Jastrow.ipynb | 22 +++++++++++----------- 1 file changed, 11 insertions(+), 11 deletions(-) diff --git a/Wavefunctions/Pade_Jastrow.ipynb b/Wavefunctions/Pade_Jastrow.ipynb index 9dd5258..72a8ef3 100644 --- a/Wavefunctions/Pade_Jastrow.ipynb +++ b/Wavefunctions/Pade_Jastrow.ipynb @@ -17,21 +17,21 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "##Simple Pade form for the Jastrow factor.\n", + "## Simple Pade form for the Jastrow factor.\n", "\n", "The value of $A$ is fixed by the cusp condition at $r=0$." ] }, { "cell_type": "code", - "execution_count": 27, + "execution_count": 2, "metadata": { "collapsed": false }, "outputs": [ { "data": { - "image/png": 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"text/latex": [ "$$u = \\frac{A r}{B r + 1.0} - \\frac{A}{B}$$" ], @@ -54,14 +54,14 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 3, "metadata": { "collapsed": false }, "outputs": [ { "data": { - "image/png": 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+ "image/png": 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"text/latex": [ "$$\\frac{du}{dr} = \\frac{1.0 A}{\\left(B r + 1.0\\right)^{2}}$$" ], @@ -77,7 +77,7 @@ }, { "data": { - "image/png": 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+ "image/png": "iVBORw0KGgoAAAANSUhEUgAAALoAAAA3BAMAAABJDk3EAAAAMFBMVEX///8AAAAAAAAAAAAAAAAA\nAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMARLvvmVQQid3NIqt2\nMmaorGxOAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyUlEQVRYCe1YW4gbVRj+JpfJdZLgPvgkG7sq\nSpHGIl7qbdgHLxTZQeiLIJk2BQsVkocFWzdiEGprVzBgt3Sh0MHqi4VuUFBKVjdqoWBXkgcL1gcT\nUEQUaZTutrpq/M85M5uZSXY2ZTc+9Yec//L9/3fO/HM7E4BLaPxJYQxlfAXnhsIrSI+iaQyP/j7M\npYbHDmT1IbFLYyrw1o2Qvzd+L0/fW3xWlF1m6tdOtbqltwVJDSFVpA00yhW8xllmsM/gFaf4+AcQ\n+KeHYVTHjz1Bj0BMhz9DeCKDUJnlJd7WaVT+BqSrzHfIAUgFqeEIeTr+EmJsjb4Kgsss8/0Jg8b4\nXzQPzeCSY7i86zndFfRwI8uCPVmBtMTyanXWKB8dT+4NZ130k6+X8ESnA3myhtO6E1zTC7M151VI\nbK2Snm2RosmUaZ0Mm4wYPn50CAQzqNsAT3O0QPBcAco10rvRrJFqzi/erZG2ifw4AmXunyW9xYZ4\nmq8z1GJPYU4lt25AfoTFuxJYRpitA9D9NTzaBTytQJrB+QLvjFKtLjB/jH515+L9aeRTFCYZ1ZXe\nq1VA7vEiDyRVBOmsSoCfHf4K/epipVY+zZ+Fzr2nEW9bYW8dVPEBZYTTSNA508jK0OX+L4UWUo7K\nvIZ7ggYPbYUv/ZMDXMv5BviKsHiGnbMosUfa4nJX6Ha1S6SWmA6JwDhG1IIdW8uOHn55Z0n+EziE\nXAP7KM1HN1IkA4zc5ayR518987kI7S++MN9wov29SKfTKWEaeHHxU+zpHEdw23U1dmql+uGd/Qtu\nRm92YGMdODjL5NjGSIZfTTeGQ1wzyieOkLzZQNKRNaDjIvtf3ANswUfoVt+AFKd0Z/XkHa6AE74h\nL9ASb5jVopARK686GzUChUTbwRE2FHqQbpqYr2vccj+n9Keiv28aN21trKc53/IQsdhZbc4ML500\neSSxoaHXY82L+Xsv0I79xh3rrIZKJjZpz3Hb0TRtExfoBXS7G+H+cT7KT51vIMZ7opgdiagiP2Fq\n4bnHiE6RZBqYsBpqz3hXHH9Ek48CZdb1KNsj4EyxqUlTu4s13Irb7AUu+wLz2ZZuVGWWENkQes9O\nwf4DcBCg1LCReIAgaQe26SHfjC+jzOxyvdJFpTnuYLpuAFdqzBISrJlGXLBv5d9IOdrdFKcMgnIt\nPINL4YrU8Hc6bTO3j5JKLDgGyA/pzBLiZqf92KiGiGbhEzoOQ7d2e1a0V4dUFqPqbz+GaCTzXezy\nVWKv2b6TtkOmeyjLUj3F1yJYWVn84hDAG8mzXexR2nA3C0jQaeUiX0OwLVNz1pMwO1r28ZKriEby\ngv7swZLJJi/BV34eD5ru2sqfIox9vMSXbI10sdNaWWeUtsVzEj9XCgM8YDh7skLsxCAaGZqdPfHw\n7KzKqMxrhvqe1Wzs+y98N58SF4Q1YV/NO9NsATE6TauNdK0d9E1yRccAdK45+Flll3szjW4j3exf\n8pkTZVfxum6ImoJ36O7brqPbSAd7voywJj9GX9zqunSuBHa059g/ARrNQLYQiz3w0fXPEK5ALl5s\n0FY+ZeEDa3o69YrF7kROO91BvL5/JUitfqXFfkHvmM/wxruoXO7ag1rs7TGYDL4OG99Zm+1p/mKh\n/wE463qZa4AmcAAAAABJRU5ErkJggg==\n", "text/latex": [ "$$\\frac{d^{2} u}{dr^{2}} = - \\frac{2.0 A B}{\\left(B r + 1.0\\right)^{3}}$$" ], @@ -105,14 +105,14 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 4, "metadata": { "collapsed": false }, "outputs": [ { "data": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAAAMMAAAASCAYAAADmHWogAAAABHNCSVQICAgIfAhkiAAAAlRJREFU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\n8uVZiw/C7BV92fNFIpFIJBKJRPryCx6sMwHeaBvnAAAAAElFTkSuQmCC\n", + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAMkAAAAOBAMAAAB3BSU6AAAAMFBMVEX///8AAAAAAAAAAAAAAAAA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\n", "text/latex": [ "$$u = 2.27272727272727$$" ], @@ -125,7 +125,7 @@ }, { "data": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAAAQsAAAAZCAYAAAAmPAt2AAAABHNCSVQICAgIfAhkiAAACM1JREFU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\n", + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAO8AAAArBAMAAABiJ8IoAAAAMFBMVEX///8AAAAAAAAAAAAAAAAA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\nc9po7cMmeYcAAAAASUVORK5CYII=\n", "text/latex": [ "$$\\frac{du}{dr} = -0.206611570247934$$" ], @@ -140,7 +140,7 @@ }, { "data": { - "image/png": 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+ "image/png": "iVBORw0KGgoAAAANSUhEUgAAAPMAAAAvBAMAAADEJOFYAAAAMFBMVEX///8AAAAAAAAAAAAAAAAA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\nAAAASUVORK5CYII=\n", "text/latex": [ "$$\\frac{d^{2} u}{dr^{2}} = 0.0375657400450789$$" ], @@ -188,7 +188,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython2", - "version": "2.7.11" + "version": "2.7.12" } }, "nbformat": 4,