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- 对于个顶点的连通网可以建立许多不同的生成树，每一棵生成树都可以是一个通信网。现在，我们要选择总的耗费最小的那棵树，这就是我们说的最小生成树。本次课程设计就是设计这样的生成树，-for network connectivity can be established in many different spanning tree, every one spanning tree can be a communications network. Now, we have to choose the l
minThree
- 数据结构的课程设计 图的最小生成树，自己做的
构造可以使n个城市连接的最小生成树
- 数据结构课程设计：“构造可以使n个城市连接的最小生成树”算法的实现！非常不错！,Data structure course design: " Construction can make n cities connected minimum spanning tree" algorithm to achieve! Very good!
yiyuanduoxiANSHI
- 这是一个Prim算法求最小生成树的课程设计，相信会适合大多数人的使用-This is a Prim minimum spanning tree algorithm for the curriculum design, would be suitable for the majority of people believe that the use of
zhonghuan
- 课程设计题目∶ 设计程序完成如下功能： 对给定的网和起点，实现求解最小生成树的PRIM算法，并给出求解过程的动态演示。-Curriculum topics: design process is complete the following functions: For a given network and the starting point to achieve the PRIM algorithm for solving minimum spanning tree, and giv
kruskal
- 数据结构课程设计关于生成最小生成树的问题-Curriculum design data structures generated minimum spanning tree problem on
prim
- 数据结构课程设计PRIM算法求最小生成树-don t konw
greedy
- 这是算法设计与分析课程实验， 贪心算法实验的简单的源代码，包括汽车加油，多级调度问题 ，prim最小生成树-This is the algorithm design and analysis course experiment, the experiment simple greedy algorithm source code, including vehicle refueling, multi-level scheduling problem, prim MST
structure-course-design
- 数据结构课程设计，含最小生成树、查找和排序、霍夫曼编码，代码在报告附录-failed to translate
mst
- 构造可以使n个城市连接的最小生成树，《数据结构》课程设计，VC++编写，VS2008环境。-Construction can make n city is connected to the minimum spanning tree," data structure" course design, VC++, VS2008environment.
Data-structure
- C#图形界面数据结构课程设计，含最小生成树，最短路径，工程图算法-C# graphical interface data structures course design, including the minimum spanning tree, shortest path, drawing algorithm
Data-structure
- 数据结构课程设计 包括单链表,二叉树,拓扑排序,最小生成树,内部排序,表达式求值-The data structure curriculum includes the singly linked lists, binary trees, topological sort, minimum spanning tree, internal sequencing, expression evaluation
zuiduanlujingbaogao
- 求城市之间最短路径的问题。通过运用最小生成树的算法，求出最短路径，课程设计的报告！-Ask the city between the shortest path problem. Through the use of the minimum spanning tree algorithm, the shortest path, curriculum design report!