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Exercise 2.77 and refactor parts of SICP chapter 2's code (#166)
* Update progress and add exercise 2.77 in README The number of completed exercises was updated in the progress bar of the README, demonstrating more tasks have been accomplished. Additionally, code related to exercise 2.77 has been added, which covers generic arithmetic operations. * Refactor parts of SICP chapter 2's code The code refactor focused on the parts related to packages in chapter 2 of SICP. It included separating different packages into their own files, implementing a generic operation system, and standardizing the function interface. This has resulted in cleaner, more maintainable, and more understandable code.
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(ns sicp.chapter-2.packages.install-complex | ||
(:require | ||
[sicp.chapter-2.packages.op-table :as ot] | ||
[sicp.chapter-2.part-4.book-2-4 :as b24])) | ||
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(defn install-complex-package | ||
[] | ||
; Imported procedures from rectangular and polar packages | ||
(letfn [(make-from-real-imag [x y] ((ot/get :make-from-real-imag :rectangular) x y)) | ||
(make-from-mag-ang [r a] ((ot/get :make-from-mag-ang :polar) r a)) | ||
; Internal procedures | ||
(add-complex | ||
[z1 z2] | ||
(make-from-real-imag (+ (b24/real-part z1) (b24/real-part z2)) | ||
(+ (b24/imag-part z1) (b24/imag-part z2)))) | ||
(sub-complex | ||
[z1 z2] | ||
(make-from-real-imag (- (b24/real-part z1) (b24/real-part z2)) | ||
(- (b24/imag-part z1) (b24/imag-part z2)))) | ||
(mul-complex | ||
[z1 z2] | ||
(make-from-mag-ang (* (b24/magnitude z1) (b24/magnitude z2)) | ||
(+ (b24/angle z1) (b24/angle z2)))) | ||
(div-complex | ||
[z1 z2] | ||
(make-from-mag-ang (/ (b24/magnitude z1) (b24/magnitude z2)) | ||
(- (b24/angle z1) (b24/angle z2)))) | ||
; Interface to rest of the system | ||
(tag [z] (ot/attach-tag :complex z))] | ||
; Putting functions in a map or registry | ||
(ot/put :add [:complex :complex] (fn [z1 z2] (tag (add-complex z1 z2)))) | ||
(ot/put :sub [:complex :complex] (fn [z1 z2] (tag (sub-complex z1 z2)))) | ||
(ot/put :mul [:complex :complex] (fn [z1 z2] (tag (mul-complex z1 z2)))) | ||
(ot/put :div [:complex :complex] (fn [z1 z2] (tag (div-complex z1 z2)))) | ||
(ot/put :make-from-real-imag :complex (fn [x y] (tag (make-from-real-imag x y)))) | ||
(ot/put :make-from-mag-ang :complex (fn [r a] (tag (make-from-mag-ang r a)))) | ||
:done)) | ||
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(defn make-complex-from-real-imag | ||
[x y] | ||
((ot/get :make-from-real-imag :complex) x y)) | ||
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(defn make-complex-from-mag-ang | ||
[r a] | ||
((ot/get :make-from-mag-ang :complex) r a)) |
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(ns sicp.chapter-2.packages.install-polar | ||
(:require | ||
[sicp.chapter-2.packages.op-table :as ot])) | ||
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(defn install-polar-package | ||
[] | ||
(letfn [(magnitude [z] (first z)) | ||
(angle [z] (second z)) | ||
(make-from-mag-ang [r a] (list r a)) | ||
(real-part [z] (* (magnitude z) (Math/cos (angle z)))) | ||
(imag-part [z] (* (magnitude z) (Math/sin (angle z)))) | ||
(make-from-real-imag | ||
[x y] | ||
(list (Math/sqrt (+ (Math/pow x 2) (Math/pow y 2))) | ||
(Math/atan2 y x))) | ||
(tag [x] (cons :polar x))] | ||
; interface to the rest of the system | ||
(ot/put :real-part :polar real-part) | ||
(ot/put :imag-part :polar imag-part) | ||
(ot/put :magnitude :polar magnitude) | ||
(ot/put :angle :polar angle) | ||
(ot/put :make-from-real-imag :polar (fn [x y] (tag (make-from-real-imag x y)))) | ||
(ot/put :make-from-mag-ang :polar (fn [r a] (tag (make-from-mag-ang r a)))) | ||
:done)) |
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(ns sicp.chapter-2.packages.install-rational | ||
(:require | ||
[sicp.chapter-2.packages.op-table :as ot] | ||
[sicp.misc :as m])) | ||
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(defn install-rational-package | ||
[] | ||
; Internal procedures | ||
(letfn [(numer [x] (first x)) | ||
(denom [x] (second x)) | ||
(make-rat | ||
[n d] | ||
(let [g (m/gcd n d)] | ||
(m/pair (/ n g) (/ d g)))) | ||
(add-rat | ||
[x y] | ||
(make-rat (+ (* (numer x) (denom y)) | ||
(* (numer y) (denom x))) | ||
(* (denom x) (denom y)))) | ||
(sub-rat | ||
[x y] | ||
(make-rat (- (* (numer x) (denom y)) | ||
(* (numer y) (denom x))) | ||
(* (denom x) (denom y)))) | ||
(mul-rat | ||
[x y] | ||
(make-rat (* (numer x) (numer y)) | ||
(* (denom x) (denom y)))) | ||
(div-rat | ||
[x y] | ||
(make-rat (* (numer x) (denom y)) | ||
(* (denom x) (numer y)))) | ||
; Interface to rest of the system | ||
(tag [x] (ot/attach-tag :rational x))] | ||
(ot/put :add [:rational :rational] (fn [x y] (tag (add-rat x y)))) | ||
(ot/put :sub [:rational :rational] (fn [x y] (tag (sub-rat x y)))) | ||
(ot/put :mul [:rational :rational] (fn [x y] (tag (mul-rat x y)))) | ||
(ot/put :div [:rational :rational] (fn [x y] (tag (div-rat x y)))) | ||
(ot/put :make :rational (fn [n d] (tag (make-rat n d)))) | ||
:done)) | ||
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(defn make-rational | ||
[n d] | ||
((ot/get :make :rational) n d)) |
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(ns sicp.chapter-2.packages.install-rectangular | ||
(:require | ||
[sicp.chapter-2.packages.op-table :as ot])) | ||
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(defn install-rectangular-package | ||
[] | ||
; internal procedures | ||
(letfn [(real-part [z] (first z)) | ||
(imag-part [z] (second z)) | ||
(make-from-real-imag [x y] (list x y)) | ||
(magnitude | ||
[z] | ||
(Math/sqrt (+ (Math/pow (real-part z) 2) | ||
(Math/pow (imag-part z) 2)))) | ||
(angle [z] (Math/atan2 (imag-part z) (real-part z))) | ||
(make-from-mag-ang [r a] (list (* r (Math/cos a)) (* r (Math/sin a)))) | ||
(tag [x] (ot/attach-tag :rectangular x))] | ||
; interface to the rest of the system | ||
(ot/put :real-part '(:rectangular) real-part) | ||
(ot/put :imag-part '(:rectangular) imag-part) | ||
(ot/put :magnitude '(:rectangular) magnitude) | ||
(ot/put :angle '(:rectangular) angle) | ||
(ot/put :make-from-real-imag :rectangular (fn [x y] (tag (make-from-real-imag x y)))) | ||
(ot/put :make-from-mag-ang :rectangular (fn [r a] (tag (make-from-mag-ang r a)))) | ||
:done)) |
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(ns sicp.chapter-2.packages.install-scheme-number | ||
(:require | ||
[sicp.chapter-2.packages.op-table :as ot])) | ||
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(defn install-scheme-number-package | ||
[] | ||
(letfn [(tag [x] (ot/attach-tag :scheme-number x))] | ||
(ot/put :add [:scheme-number :scheme-number] (fn [x y] (tag (+ x y)))) | ||
(ot/put :sub [:scheme-number :scheme-number] (fn [x y] (tag (- x y)))) | ||
(ot/put :mul [:scheme-number :scheme-number] (fn [x y] (tag (* x y)))) | ||
(ot/put :div [:scheme-number :scheme-number] (fn [x y] (tag (/ x y)))) | ||
(ot/put :make :scheme-number (fn [x] (tag x))) | ||
:done)) | ||
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(defn make-scheme-number | ||
[n] | ||
((ot/get :make :scheme-number) n)) |
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(ns sicp.chapter-2.packages.op-table | ||
(:refer-clojure :exclude [get]) | ||
(:require | ||
[clojure.pprint :as pp])) | ||
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(comment "Custom helper functions. Made myself, just for testing ---------------------------------") | ||
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(def operation-table (atom {})) | ||
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(defn attach-tag | ||
[tag value] | ||
{:tag tag, :contents value}) | ||
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(defn put | ||
[operation types procedure] | ||
(swap! operation-table assoc-in [operation types] procedure)) | ||
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(defn get | ||
[operation types] | ||
(get-in @operation-table [operation types])) | ||
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(defn apply-generic | ||
[op & args] | ||
(let [type-tags (map #(-> % :tag) args) | ||
operation (get op type-tags)] | ||
(if operation | ||
(apply operation (map #(:contents %) args)) | ||
(throw (IllegalArgumentException. (str "No method for: " op)))))) | ||
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(defn inspect | ||
[] | ||
(->> @operation-table | ||
(map (fn [item] | ||
{:operation (first item) | ||
:types (first (first (into '() (second item))))})) | ||
(pp/print-table))) |
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