Numerical analysis generally refers to methods for finding approximate solutions to various problems that arise in mathematics, such as finding solutions to equations, finding functions that satisfy certain conditions, finding solutions to differential equations, finding definite integrals of functions, finding the maximum or minimum of functions of multiple variables, with the required accuracy and in a finite number of operations, as well as theories on guaranteeing the accuracy of these methods. With the development of electronic computers, numerical analysis is becoming increasingly important in all areas where mathematics is applied. In recent years, the analysis of natural phenomena using numerical methods, and especially the mathematical foundations for this purpose, are also sometimes referred to as numerical analysis. Source: Encyclopaedia Britannica Concise Encyclopedia About Encyclopaedia Britannica Concise Encyclopedia Information |
数学に現れる種々の問題,たとえば方程式の解を見出す問題,いくつかの条件を満たす関数を見出す問題,微分方程式の解を見出す問題,ある関数の定積分を見出す問題,多変数関数の最大,最小を見出す問題などにおいて,それらの近似解を,要求された精度で,有限回の操作で求める方法と,それらの方法に関する精度保証などの理論を,一般に数値解析と呼ぶ。電子計算機の発達に伴って,この数値解析は,数学が応用されるあらゆる方面で,ますます重要なものとなりつつある。近年では数値的方法による自然現象の解析,特にそのための数学的基礎理論をも数値解析と呼ぶことがある。
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