文件名称:work2z
介绍说明--下载内容均来自于网络,请自行研究使用
图论算法库 C++ 语言实现 代码内容 图论算法库,包括以下算法: 单源最短路径 Dijkstra 算法 单源最短路径 Bellman-Ford 算法 最小生成树 Prim 算法 每对节点间最短路径 Flod-Warshall 算法 语言 C++ 编译平台 VisualAge C++ 4.0 作者 starfish (starfish.h@china.com) 备注 程序用C++语言编写,在VisualAge C++ 4.0下调试通过。压缩包内的Graph.h文件包含所有的库函数,其调用接口见程序内注释。其他的文件是用来测试算法的测试程序,在VisualAge C++ 4.0下编译运行。 该算法是我为参加ACM/ICPC竞赛而准备的资料,由于竞赛的对编程速度要求较高,所以为了将代码写的短一点,为了便于调试,代码的写的并不是最优的。 虽然该代码在VisualAge C++ 4.0下写成,但是很容易将其移植到MS Visual C++上。 - -graph theory is the C language code as graph theory algorithm library, including the following algorithm : single source Dijkstra shortest path algorithm for single-source shortest path Bellman-Ford algorithm youngest generation Prim algorithm for each tree node on the shortest path between Flod- Warshall algorithm language C compiler platform Vi sualAge author starfish 4.0 C (starfish.h @ china.c om) Remarks procedures using C language, VisualAge C 4.0 debugging through. The compressed file contains Graph.h all library functions, procedures call interface see Notes. Other documents are used to test the algorithm testing procedures, the VisualAge C compiler running under 4.0. The algorithm is to participate in the ACM/ICPC contest and the preparation of information, because the competit
相关搜索: bellman
dijkstra
matlab
单源最短路径
bellman
ford
matlab
warshall
matlab
warshall
ford
prim
algorithm
prim
matlab
Ford
最短路径
dijkstra
matlab
单源最短路径
bellman
ford
matlab
warshall
matlab
warshall
ford
prim
algorithm
prim
matlab
Ford
最短路径
(系统自动生成,下载前可以参看下载内容)
下载文件列表
work2z
......\convertz.m
......\CopyPath.m
......\findz.m
......\GreatGraph.m
......\GreatGraphz.m
......\InitPath.m
......\minval.m
......\NextEdge.m
......\qqq.m
......\ShortestPa.m
......\ShortestPath.m
......\shuxi.m
......\tree
......\....\mininum.m
......\....\MinispanTree.m
......\....\quizminitree.m
......\convertz.m
......\CopyPath.m
......\findz.m
......\GreatGraph.m
......\GreatGraphz.m
......\InitPath.m
......\minval.m
......\NextEdge.m
......\qqq.m
......\ShortestPa.m
......\ShortestPath.m
......\shuxi.m
......\tree
......\....\mininum.m
......\....\MinispanTree.m
......\....\quizminitree.m