文件名称:GraphDis

介绍说明--下载内容均来自于网络,请自行研究使用

两个图算法

完整工程

1、实现O(n + r)时间复杂度内,good guy和bad guy的匹配

2、在无环图中,寻找两点之间的路径数目-(1)There are two types of professional wrestlers: "good guys" and "bad guys." Between any pair of professional wrestlers,

  there may or may not be a rivalry. Suppose we have n professional wrestlers and we have a list of r pairs of wrestlers

  for which there are rivalries. Give an O(n+ r)-time algorithm that determines whether it is possible to designate some

  of the wrestlers as good guys and the remainder as bad guys such that each rivalry is between a good guy and a bad guy.

  If is it possible to perform such a designation, your algorithm should produce it.

(2)Write a program that takes as input a directed acyclic graph G = (V, E) and two vertices s and t,

  and returns the number of paths from s to t in G.
(系统自动生成,下载前可以参看下载内容)

下载文件列表

GraphDis\Debug\GraphDis.exe

........\.....\GraphDis.ilk

........\.....\GraphDis.pdb

........\GraphDis\BaseStructs.h

........\........\Constant.h

........\........\Debug\BuildLog.htm

........\........\.....\Graph.obj

........\........\.....\GraphDis.exe.intermediate.manifest

........\........\.....\mt.dep

........\........\.....\Test.obj

........\........\.....\vc90.idb

........\........\.....\vc90.pdb

........\........\Graph.cpp

........\........\Graph.h

........\........\graph.txt

........\........\GraphDis.vcproj

........\........\GraphDis.vcproj.acer-PC.Administrator.user

........\........\readme.txt

........\........\Release\BuildLog.htm

........\........\.......\Graph.obj

........\........\.......\GraphDis.exe.intermediate.manifest

........\........\.......\mt.dep

........\........\.......\Test.obj

........\........\.......\vc90.idb

........\........\.......\vc90.pdb

........\........\Test.cpp

........\GraphDis.ncb

........\GraphDis.sln

........\GraphDis.suo

........\Release\GraphDis.exe

........\.......\GraphDis.pdb

........\GraphDis\Debug

........\........\Release

........\Debug

........\GraphDis

........\Release

GraphDis

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