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Introduction - If you have any usage issues, please Google them yourself
" " Numerical Analysis and MATLAB implementation, " " This book is based on a theoretical derivation, through the use of Matlab library function of the underlying implementation of various numerical methods, rather than a simple high-level function calls, so the process of implementation of the algorithm in detail and have a very high flexibility, easy to learn and adjust on its own, achieve a unity of theory and practice. Example配有大量simultaneously, and have Matlab numerical calculation, the basic use of symbolic computation methods.
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《数值分析及其MATLAB实现》
..........................\光盘内容和使用说明.doc
..........................\目录1.ppt
..........................\第一篇MATLAB快速入门offec
..........................\.........................\Thumbs.db
..........................\.........................\第一章MATLAB简介
..........................\.........................\................\第一篇 第一章.ppt
..........................\.........................\................\第一篇第一章
..........................\.........................\................\............\1.1.ppt
..........................\.........................\................\............\1.2.ppt
..........................\.........................\................\............\1.3.ppt
..........................\.........................\................\............\1.4.ppt
..........................\.........................\................\............\1.5.ppt
..........................\.........................\第一篇 目录.ppt
..........................\.........................\第三章MATLAB的符号解
..........................\.........................\....................\第一篇 第三章.ppt
..........................\.........................\....................\第一篇第三章
..........................\.........................\....................\............\3.1.ppt
..........................\.........................\....................\............\3.2.ppt
..........................\.........................\第二章MATLAB的基本语法
..........................\.........................\......................\第一篇 第二章of.ppt
..........................\.........................\......................\第一篇第二章
..........................\.........................\......................\............\2.1.ppt
..........................\.........................\......................\............\2.2.ppt
..........................\.........................\......................\............\2.3.ppt
..........................\.........................\......................\............\2.4.ppt
..........................\.........................\......................\............\2.5.ppt
..........................\第三篇数值分析程序
..........................\..................\数值分析程序目录.doc
..........................\..................\高教数值分析
..........................\..................\............\第一章
..........................\..................\............\......\第一章 误差与范数.doc
..........................\..................\............\第七章
..........................\..................\............\......\第七章 函数逼近与曲线(面)拟合.doc
..........................\..................\............\第三章
..........................\..................\............\......\第三章 解线性方程组的直接方法.doc
..........................\..................\............\第九章
..........................\..................\............\......\第九章 数值积分.doc
..........................\..................\............\第二章
..........................\..................\............\......\第二章 非线性方程(组)的数值解法.doc
..........................\..................\............\第五章
..........................\..................\............\......\第五章 矩阵的特征值与特征向量的计算.doc
..........................\..................\............\第八章
..........................\..................\............\......\~$章 数值微分.doc
..........................\..................\............\......\第八章 数值微分.doc
..........................\..................\............\第六章
..........................\..................\............\......\第六章 函数的插值方法.doc
..........................\..................\............\第十章
..........................\..................\............\......\第十章 常微分方程(组)求解.doc
..........................\..................\............\第四章
..........................\..................\............\......\第四章 解线性方程组的迭代法.doc
..........................\第二篇
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