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Floyd算法又称为弗洛伊德算法，插点法，是一种用于寻找给定的加权图中顶点间最短路径的算法。
-Floyd algorithm, also known as Floyd algorithm, insertion point method, is used to find a given vertex-weighted graph shortest path algorithm.
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Dijkstra算法的研究对象是赋权有向图（图用加权矩阵表示）的单源最短路径问题。可以求出任意节点到其他所有节点的最短距离。-The research object is the Dijkstra algorithm of weighted directed graph ( graph with weighted matrix) of single source shortest path problem. Can be obtained any node to all other nodes
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图论算法及其MATLAB 程序代码
1.求赋权图G = (V, E , F )中任意两点间的最短路的Warshall-Floyd 算法、Kruskal 避圈法
2.求二部图G 的最大匹配的算法(匈牙利算法)、利用可行点标记求最佳匹配的算法
3.从一个可行流f 开始, 求最大流的Ford--Fulkerson 标号算法
6.-Graph Theory Algorithm and MATLAB program code 1. Seeking weighted graph G = (V
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Dijkstra算法，实现加权有向图中从确定的起点寻找最短路径并输出-Dijkstra algorithm, to achieve a weighted directed graph from the starting point to determine the shortest path to find and output
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题目：编制一个求出网中最短路径的程序.
问题描述:计算一个有向网中位置为0 的点到其余各顶点的最短路径，以一个网状的带权有向图G6为测试内容
-Topic: establishment of a network to derive the shortest path procedure. Problem Descr iption: Calculate a network location to the point of 0 to the remaining vertex of the s
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带权有向图最短路径算法 Dijkstra算法-Weighted directed graph shortest path algorithm shortest path algorithm Dijkstra algorithm
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采用动态规划法，构建邻接矩阵带权有向图，解决最短路径问题。-Dynamic programming method used to construct adjacency matrix weighted directed graph, the shortest path to solve the problem.
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给定带权有向图 ，其中每条边的权都是非负实数。另外，还给定V中的一个顶点，称为源点。现在要计算从源到所有其它各顶点的最短路长度。这里路的长度是指路上各边权之和；-Given weighted directed graph, where each edge of the right of all non-negative real number. In addition, the return of a vertex set V, called the source. Now calculated
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带权有向图的最短路径及拓补排序算法,用于计算最短路径的算法-Weighted directed graph of shortest paths and expand up sorting algorithm used to calculate the shortest path algorithm
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Floyd算法又称为弗洛伊德算法，插点法，是一种用于寻找给定的加权图中顶点间最短路径的算法。 -Floyd algorithm, also known as Floyd algorithm, insertion point method, is used to find a given weighted graph algorithm shortest path between vertices.
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插点法一种用于寻找给定的加权图中顶点间最短路径的算法-Insertion point method for finding a given weighted graph algorithm shortest path between vertices
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A shortest path tree, in graph theory, is a subgraph of a given (possibly weighted) graph constructed so that the distance between a selected root node and all other nodes is minimal. It is a tree because if there are two paths between the root node
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计算赋权图中各对顶点之间最短路径有两种方法，其一是调用 Dijkstra 算法，另一方法就是被称为Floyd 的算法，利用LINGO9.0编写了通用的FLOYD算法如下，希望对大家有所帮助,带有例题哦！-Calculated on the weighted graph in the shortest path between vertices in two ways, one is called Dijkstra algorithm, the other method is known as F
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Floyd算法又称为弗洛伊德算法，插点法，是一种用于寻找给定的加权图中顶点间最短路径的算法。-Floyd algorithm, also known as Floyd algorithm, insertion point method is given for finding a weighted graph algorithm shortest path between vertices.
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）根据校园图设计带权图，图的顶点表示各地点，存放地点名称、代码、简介等信息；图的边表示路径，存放路径长度等相关信息。（校园图能手动输入或者文件导入）
2）提供任意地点相关信息的查询。
3）提供任意地点的问路查询，即查询任意两个景点之间的一条最短的简单路径。
4）提供多个地点的最佳访问路线查询，即求途经这些地点的最佳（短）路径。
-) According to the campus map design a weighted graph, the vertex that locat
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Floyd算法又称为弗洛伊德算法，插点法，是一种用于寻找给定的加权图中顶点间最短路径的算法。
-Floyd algorithm, also known as Floyd algorithm, insertion point method, is used to search for a given weighted graph algorithm shortest path between vertices.
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Floyd算法又称为弗洛伊德算法，插点法，是一种用于寻找给定的加权图中顶点间最短路径的算法。 通过一个图的权值矩阵求出它的每两点间的最短路径矩阵。-Floyd algorithm, also known as Floyd algorithm, insertion point method, is used to find a given vertex-weighted graph shortest path algorithm. By weight of a graph matrix f
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Floyd算法又称为弗洛伊德算法，插点法，是一种用于寻找给定的加权图中顶点间最短路径的算法。-Floyd algorithm, also known as Floyd algorithm, insertion point method, is used to find a given vertex-weighted graph shortest path algorithm.
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带权有向图最短路径算法。应该可以直接运行的，很方便。-Weighted directed graph shortest path algorithm. Should be able to run directly, it is convenient.
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Floyd算法又称为弗洛伊德算法、插点法，是一种用于寻找给定的加权图中顶点间最短路径的算法。(Floyd algorithm, also known as plug-in method, is an algorithm for finding the shortest path between vertices in a given weighted graph.)
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