文件名称:Numerical-Analysis

  • 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:
  • 630kb
  • 下载次数:
  • 0次
  • 提 供 者:
  • LiFe*****
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包含了数值计算的绝大部分程序,依照英文可以查找级程序-Contains most of the numerical calculation procedure can find level program in accordance with English
相关搜索: lufact
m

(系统自动生成,下载前可以参看下载内容)

下载文件列表

Numerical Analysis\Applied Numerical Analysis Using Matlab\ANA-codes-Ch01-06\ANA-codes-Ch01-06.doc

..................\.......................................\ANA-codes-Ch01-06

..................\.......................................\.............7-09\ANA-codes-Ch07-09.doc

..................\.......................................\ANA-codes-Ch07-09

..................\.......................................\............10-12\ANA-codes-Ch10-12.doc

..................\.......................................\ANA-codes-Ch10-12

..................\.......................................\.............3-15\ANA-codes-Ch13-15.doc

..................\.......................................\ANA-codes-Ch13-15

..................\.......................................\readme.txt

..................\.......................................\source code\ANA-codes-Ch01-06.zip

..................\.......................................\...........\ANA-codes-Ch07-09.zip

..................\.......................................\...........\ANA-codes-Ch10-12.zip

..................\.......................................\...........\ANA-codes-Ch13-15.zip

..................\.......................................\source code

..................\Applied Numerical Analysis Using Matlab

..................\MATLAB在数值分析中的应用.doc

..................\matlab数值分析.doc

..................\Numerical Analysis-Numerical Methods Using MATLAB\abm.m

..................\.................................................\adapt.m

..................\.................................................\approot.m

..................\.................................................\backsub.m

..................\.................................................\bisect.m

..................\.................................................\cheby.m

..................\.................................................\crnich.m

..................\.................................................\csfit.m

..................\.................................................\diffext.m

..................\.................................................\difflim.m

..................\.................................................\diffnew.m

..................\.................................................\dirich.m

..................\.................................................\euler.m

..................\.................................................\fib.m

..................\.................................................\fibonacci.m

..................\.................................................\findiff.m

..................\.................................................\finedif.m

..................\.................................................\fixedpoint.m

..................\.................................................\fixpt.m

..................\.................................................\forwdif.m

..................\.................................................\g.m

..................\.................................................\gauss.m

..................\.................................................\golden.m

..................\.................................................\grads.m

..................\.................................................\gseid.m

..................\.................................................\hamming.m

..................\.................................................\heun.m

..................\.................................................\house.m

..................\.................................................\invpow.m

..................\.................................................\jacobi.m

..................\.................................................\jacobi1.m

..................\.................................................\lagran.m

..................\.................................................\linsht.m

..................\.................................................\ls.m

..................\.................................................\lsline.m

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

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