kruskal.cpp
来自「一本全面剖析C++数据结构算法的书籍」· C++ 代码 · 共 29 行
CPP
29 行
// test Kruskal's min cost spanning tree algorithm#include <iostream.h>#include "lwg.h"void main(void){ LinkedWGraph<int> G(7); EdgeNode<int> t[7]; int n = 7; int e, u, v, w; cout << "enter number of edges of 7 vertex graph" << endl; cin >> e; // get edges for (int i = 1; i <= e; i++) { cout << "enter edge " << i << endl; cin >> u >> v >> w; G.Add(u,v,w);} cout << "The input graph is" << endl; G.Output(); if (G.Kruskal(t)) { cout << "The min spanning tree edges are" << endl; for (int i=0; i<n-1; i++) cout << t[i] << endl;} else cout << "The graph is not connected" << endl;}
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