文件名称:matlab

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  • 书籍源码
  • 资源属性:
  • [Matlab] [源码]
  • 上传时间:
  • 2013-01-27
  • 文件大小:
  • 791kb
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  • 0次
  • 提 供 者:
  • 潘**
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一些常见的matlab源代码,参加建模的人很值得一看-Common matlab source code, it is worth a visit to participate in modeling
(系统自动生成,下载前可以参看下载内容)

下载文件列表





美赛各种算法matlab程序\DNA\2000A_art-model-data.txt

......................\...\Cpp1.cpp

......................\...\Desktop.ini

......................\...\原分类.sav

......................\...\学习样本数据.xls

......................\Excel表格练习.xlsx

......................\lingo\Excel与lingo\Excel与lingo.lg4

......................\.....\............\投资组合.xls.xls

......................\.....\旅行售货员.lg4

......................\.....\最大流.lg4

......................\.....\最小生成树.bmp

......................\.....\最小生成树.lg4

......................\.....\最小费用最大流.lg4

......................\.....\..短路\最短路.bmp

......................\.....\......\最短路0-1规划.lg4

......................\.....\......\最短路动态规划.lg4

......................\.....\配对模型\配对模型.docx

......................\.....\........\配对模型.lg4

......................\matlab\MC随机仿真\baotong.m

......................\......\..........\dianti.m

......................\......\..........\elevator.m

......................\......\..........\Markov.m

......................\......\..........\.C求解非线性规划\yueshu.m

......................\......\..........\................\Zhu.m

......................\......\..........\................\题目.docx

......................\......\..........\paidui.m

......................\......\傅里叶级数实验\fseries.m

......................\......\..............\important.m

......................\......\回归拟合\Logisfun.m

......................\......\........\Logistic.m

......................\......\........\Malthus.m

......................\......\........\Stepwise.m

......................\......\图\二分图\最优匹配\Kuhn_Munkres.m

......................\......\..\......\..大匹配\Hungarian.m

......................\......\..\最小生成树\Kruskal.m

......................\......\..\..........\最小生成树.bmp

......................\......\..\..短路\Dijkstra.m

......................\......\..\......\Floyd.m

......................\......\..\......\Ford.m

......................\......\..\......\最短路.bmp

......................\......\..\网络流\最大流\Ford_Fulkerson.m

......................\......\..\......\..小费用最大流\Ford.m

......................\......\..\......\..............\main_charge.m

......................\......\常微分方程的数值解\定步长四阶经典公式\CWF4.m

......................\......\..................\..................\f.m

......................\......\..................\..................\程序说明.txt

......................\......\..................\自适应变步长的龙格库塔法\f.m

......................\......\..................\........................\half.m

......................\......\..................\........................\zhukong.m

......................\......\..................\........................\程序说明.txt

......................\......\插值\chazhi.m

......................\......\....\ditu.m

......................\......\数值积分与函数极值实验\jifen.m

......................\......\......................\qiudao.m

......................\......\..字水印\baboon.tiff

......................\......\........\lena.tiff

......................\......\........\main.m

......................\......\........\含水印.jpg

......................\......\无约束优化\main.m

......................\......\..........\rosenbrock.m

......................\......\神经网络\approach.m

......................\......\........\classify.m

......................\......\算法设计与分析\分冶\残缺棋盘\main.m

......................\......\..............\....\........分划\cover.m

......................\......\..............\....\............\main.m

......................\......\..............\动态规划\phase.m

......................\......\..............\回溯\n皇后\justtry.m

......................\......\..............\....\.....\N_queens.m

......................\......\..............\....\密宫所有路\main.m

......................\......\..............\....\..........\search.m

......................\......\..............\....\排列树的回溯搜索\justtry.m

......................\......\..............\....\................\N_

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