計算機科学のブログ

Structure and Interpretation of Computer Programs: JavaScript Edition

Building Abstractions with Functions - Formulating Abstractions with Higher-Order Functions - Functions as Returned Values - strategy, iterative improvement, fixed point, square root

Structure and Interpretation of Computer Programs: JavaScript Edition(Harold Abelson(著)、Gerald Jay Sussman(著)、Julie Sussman(著)、The MIT Press)のChapter 1(Building Abstractions with Functions)、1.3(Formulating Abstractions with Higher-Order Functions)、1.3.4(Functions as Returned Values)、Exercise 1.46の解答を求めてみる。

Building Abstractions with Functions - Formulating Abstractions with Higher-Order Functions - Functions as Returned Values - nth-root, fixed point, average damping, log

Structure and Interpretation of Computer Programs: JavaScript Edition(Harold Abelson(著)、Gerald Jay Sussman(著)、Julie Sussman(著)、The MIT Press)のChapter 1(Building Abstractions with Functions)、1.3(Formulating Abstractions with Higher-Order Functions)、1.3.4(Functions as Returned Values)、Exercise 1.45の解答を求めてみる。

Building Abstractions with Functions - Formulating Abstractions with Higher-Order Functions - Functions as General Methods - infinite continued fraction, tangent

Structure and Interpretation of Computer Programs: JavaScript Edition(Harold Abelson(著)、Gerald Jay Sussman(著)、Julie Sussman(著)、The MIT Press)のChapter 1(Building Abstractions with Functions)、1.3(Formulating Abstractions with Higher-Order Functions)、1.3.3(Functions as General Methods)、Exercise 1.39の解答を求めてみる。

Building Abstractions with Functions - Formulating Abstractions with Higher-Order Functions - Functions as General Methods - Finding fixed points of functions - infinite continued fraction, Euler's number(Napier's constant)

Structure and Interpretation of Computer Programs: JavaScript Edition(Harold Abelson(著)、Gerald Jay Sussman(著)、Julie Sussman(著)、The MIT Press)のChapter 1(Building Abstractions with Functions)、1.3(Formulating Abstractions with Higher-Order Functions)、1.3.3(Functions as General Methods)、Exercise 1.38の解答を求めてみる。

Building Abstractions with Functions - Formulating Abstractions with Higher-Order Functions - Functions as General Methods - Finding fixed points of functions - infinite continued fraction, golden ratio, recursive process, iterative process

Structure and Interpretation of Computer Programs: JavaScript Edition(Harold Abelson(著)、Gerald Jay Sussman(著)、Julie Sussman(著)、The MIT Press)のChapter 1(Building Abstractions with Functions)、1.3(Formulating Abstractions with Higher-Order Functions)、1.3.3(Functions as General Methods)、Exercise 1.37-a、bの解答を求めてみる。

Building Abstractions with Functions - Formulating Abstractions with Higher-Order Functions - Functions as General Methods - Finding fixed points of functions - logarithm

Structure and Interpretation of Computer Programs: JavaScript Edition(Harold Abelson(著)、Gerald Jay Sussman(著)、Julie Sussman(著)、The MIT Press)のChapter 1(Building Abstractions with Functions)、1.3(Formulating Abstractions with Higher-Order Functions)、1.3.3(Functions as General Methods)、Exercise 1.35の解答を求めてみる。