Question: C++ programing question 26 Floyd-Warshall Time Limit: 3 seconds Problem Description For a directed graph G=(V, E), any edge e corresponds to a weight w,

C++ programing question 26

Floyd-Warshall Time Limit: 3 seconds

Problem Description For a directed graph G=(V, E), any edge e corresponds to a weight w, which can be regarded as the distance between two points on the edge. in a connected graph, we can find a central point called median, the sum of the distance from this point to other points is minimal. Input File Format There will be a positive integer T at the beginning, which means that there will be T input data . The first line of each input data will be two positive integers n and m, representing n points and m edges on the graph, 2 ? n ? 1000, 1 ? m ? 50000, each point numbered 0 ~ n-1. The next m rows each have three positive integers u, v, and w, representing an edge from u to v with a weight of w, 0

C++ programing question 26 Floyd-Warshall Time Limit: 3 seconds Problem Description For

Example Sample Input Sample Output 4 6 011 02 1 03 1 1 22 23 1 13 2

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