代码搜索:Graph

找到约 10,000 项符合「Graph」的源代码

代码结果 10,000
www.eeworm.com/read/126997/14390267

java workflow_graphed.java

package treedoc; /** * 增加一些添加节点的方法 流程图主要工作类............ */ /** * 名称 : WORKFLOW_GRAPHED * 描述 : WWW.FANGFA.NET 工作流管理系统--流程拓扑图处理类 * 版权信息 : Copyright (c) 2004 COMSCI * @
www.eeworm.com/read/125063/14515158

sh find-isa.sh

#!/bin/sh # This script is done by Mei (m_e_i_69@hotmail.com # angelo.difilippo@tiscalinet.it). If you are sure your modem is a # Lucent isa pnp modem and this script doesn't detect it please send me
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txt hfm.txt

# include # include # define maxlen 10 # define large 999 # define null 0 typedef struct { int a[maxlen],b[maxlen],w[maxlen]; /*第K边的起点,终点,权值*/ char vexs[m
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txt prim.txt

如果以无向网表示n个城市之间的交通网络建设规划,顶点表示城市,边上的权表示该线路的造价,试设计一个方案,使这个交通网的总造价最小。 # include # include # define maxlen 10 # define large 999 # define null 0 typedef struct { int
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java drawable.java

/* * This program is free software; you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation; either vers
www.eeworm.com/read/224294/14597465

txt dijkstra.txt

/* 最短路径 边松弛:测试沿着一条边,是否得到通向目标顶点的一条新的最短路径。 路径松弛:测试通过一个已知节点,是否可以得到一条连通其他两个已知顶点的新的最短路径。 性质: 如果顶点x是在从s到t的最短路径上,则该路径包含一条从s到x的最短路径,接着是一条从x到t的最短路径。 */ //dijkstra算法 //以顶点到起始顶点的距离远近为顺序,在spt上添加顶点。 #incl ...
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cpp algo0704.cpp

void DFSTraverse(Graph G, Status (*Visit)(int v)) { // 算法7.4 // 对图G作深度优先遍历。 int v; VisitFunc = Visit; // 使用全局变量VisitFunc,使DFS不必设函数指针参数 for (v=0; v
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cpp prims.cpp

/******Don't forget to download***** *****GRAPHICAL DATA FILE STRUCTURE***** *****A approach to learn DFS Graphically***** Only @ http://www.vivekpatel.cjb.net */ //Prims Algorithm //--
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bak prims.bak

//Prims Algorithm //--for minimum spanning tree-- //INCOMPLETE #include #include #define ROW 7 #define COL 7 #define infi 5000 //infi for infinity class prims {
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cpp p284b.cpp

#include "iostream.h" #include "assert.h" const int NumVertices = 6; //图中最大顶点个数 const int MAXINT=32767; class Graph { //图的类定义 private: int n; int Edge[NumVertice