Numerický výpočet určitého integrálu

Abstract

This bachelor thesis deals with basic methods of integrating functions of one real variable. Each method is analysed step by step, its error is derived in detail and its application is demonstrated on appropriate examples. Using one of the methods, a very accurate factorial estimate was derived and used for solving a random walk on a line.

Description

Subject(s)

definite integral, methods of numerical integration, errors of numerical integration, rectangle rule, trapezoidal rule, Simpson's rule, factorial estimate, random walk

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