文件名称:Maple

  • 所属分类:
  • matlab例程
  • 资源属性:
  • [Matlab] [源码]
  • 上传时间:
  • 2012-11-26
  • 文件大小:
  • 707kb
  • 下载次数:
  • 1次
  • 提 供 者:
  • 刘**
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钟益林《常微分方程及其Maple,MATLAB求解》光盘附件,为本书的源码。-Zhong Yilin, "Ordinary Differential Equations and Maple, MATLAB solve " CD-ROM attachment for the book s source code.

相关搜索: Maple

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下载文件列表

钟益林《常微分方程及其Maple,MATLAB求解》光盘附件\Maple_work\maple_work使用说明.txt

.................................................\..........\常系数齐线性方程组求解函数与例.mws

.................................................\..........\第1章_绪论.mws

.................................................\..........\第2章_一阶方程初等积分法.mws

.................................................\..........\第3章_存在唯一性定理.mws

.................................................\..........\第4章_线性系统的解空间.mws

.................................................\..........\第5章_高阶方程与方程组解法.mws

.................................................\..........\第6章_数值解方法与微分方程应用.mws

.................................................\..tlab_work\chapt1\example1.m

.................................................\...........\......\factorial0.m

.................................................\...........\......\implicomm.m

.................................................\...........\......\implisol.m

.................................................\...........\......\paramsol.m

.................................................\...........\......\zuheshu.m

.................................................\...........\.....2\example2.asv

.................................................\...........\......\example2.m

.................................................\...........\......\intfactor.m

.................................................\...........\.....3\example3.m

.................................................\...........\.....4\constvar.m

.................................................\...........\......\example4.m

.................................................\...........\......\highconstvar.m

.................................................\...........\......\highsol.m

.................................................\...........\......\minor.m

.................................................\...........\......\serisol.m

.................................................\...........\......\wronskian.m

.................................................\...........\.....5\bzhjjjzh.m

.................................................\...........\......\bzhjjjzh1.m

.................................................\...........\......\eulacharsol.m

.................................................\...........\......\eulafch.m

.................................................\...........\......\eulagensol.m

.................................................\...........\......\example5.asv

.................................................\...........\......\example5.m

.................................................\...........\......\expAt.m

.................................................\...........\......\hlgsol.m

.................................................\...........\......\matU0.m

.................................................\...........\......\nhlinetj.m

.................................................\...........\......\qxxfchtj.m

.................................................\...........\......\solnh.m

.................................................\...........\.....6\ejgjeula.m

.................................................\...........\......\exactsol.m

.................................................\...........\......\example6.m

.................................................\...........\......\f1.m

.................................................\...........\......\f2.m

.................................................\...........\......\gjeula.m

.................................................\...........\......\lgkt4.m

.................................................\...........\......\ODEfun1.m

.................................................\...........\......\ODEfun2.m

.................................................\...........\......\ODEfun3.m

.................................................\...........\......\ODEfun4.m

.................................................\...........\......\ODEfun5.m

.................................................

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