Are you interested in pets? There is a very famous pets shop in the center of the ACM city. There are totally m pets in the shop, numbered from 1 to m. One day, there are n customers in the shop, which are numbered from 1 to n. In order to sell pets to as more customers as possible, each customer is just allowed to buy at most one pet. Now, your task is to help the manager to sell as more pets as possible. Every customer would not buy the pets he/she is not interested in it, and every customer would like to buy one pet that he/she is interested in if possible.

Input

There is a single integer T in the first line of the test data indicating that there are T(T≤100) test cases. In the first line of each test case, there are three numbers n, m(0≤n,m≤100) and e(0≤e≤n*m). Here, n and m represent the number of customers and the number of pets respectively.

In the following e lines of each test case, there are two integers x(1≤x≤n), y(1≤y≤m) indicating that customer x is not interested in pet y, such that x would not buy y.

Output

For each test case, print a line containing the test case number (beginning with 1) and the maximum number of pets that can be sold out.

Sample Input

1
2 2 2
1 2
2 1

Sample Output

Case 1: 2
#include<cstdio>
#include<cstring>
#include<iostream>
#include<algorithm>
#include<queue>
#include<stack>
#include<vector>
#include<cmath> const int maxn=1e5+;
typedef long long ll;
using namespace std; int n,m,k;
int link[];
bool visit[],map[][];
bool dfs(int a)
{
for(int i=;i<=m;i++)
if(map[a][i]== && !visit[i])
{
visit[i]=;
if(link[i]== || dfs(link[i]))
{
link[i]=a;
return true;
}
}
return false;
}
int main()
{
int a,b,ans;
int T;
cin>>T;
int cnt=;
while(T--)
{
// memset(visit,0,sizeof(visit));
memset(link,,sizeof(link));
memset(map,,sizeof(map));
cin>>n>>m>>k;
ans=;
for(int i=;i<=k;i++)
{
scanf("%d%d",&a,&b);
map[a][b]=;
}
for(int i=;i<=n;i++)
{
memset(visit,,sizeof(visit));
if(dfs(i))
ans++;
}
printf("Case %d: %d\n",cnt++,ans);
}
}

Pets(匈牙利算法)的更多相关文章

  1. ACM/ICPC 之 机器调度-匈牙利算法解最小点覆盖集(DFS)(POJ1325)

    //匈牙利算法-DFS //求最小点覆盖集 == 求最大匹配 //Time:0Ms Memory:208K #include<iostream> #include<cstring&g ...

  2. 匈牙利算法——S.B.S.

    匈牙利算法是由匈牙利数学家Edmonds于1965年提出,因而得名.匈牙利算法是基于Hall定理中充分性证明的思想,它是部图匹配最常见的算法,该算法的核心就是寻找增广路径,它是一种用增广路径求二分图最 ...

  3. 匈牙利算法与KM算法

    匈牙利算法 var i,j,k,l,n,m,v,mm,ans:longint; a:..,..]of longint; p,f:..]of longint; function xyl(x,y:long ...

  4. HDU1054 Strategic Game——匈牙利算法

    Strategic Game Bob enjoys playing computer games, especially strategic games, but sometimes he canno ...

  5. poj1274(匈牙利算法)

    The Perfect Stall Time Limit: 1000MS   Memory Limit: 10000K Total Submissions: 22809   Accepted: 101 ...

  6. 匈牙利 算法&模板

    匈牙利 算法 一. 算法简介 匈牙利算法是由匈牙利数学家Edmonds于1965年提出.该算法的核心就是寻找增广路径,它是一种用增广路径求二分图最大匹配的算法. 二分图的定义: 设G=(V,E)是一个 ...

  7. 【入门】匈牙利算法+HNOI2006 hero超级英雄

    一.关于匈牙利算法 匈牙利算法是由匈牙利数学家Edmonds提出的,用增广路径求二分图最大匹配的算法. 听起来高端,其实说白了就是: 假设不存在单相思(单身狗偷偷抹眼泪),在一个同性恋不合法的国家里( ...

  8. [ACM_图论] The Perfect Stall 完美的牛栏(匈牙利算法、最大二分匹配)

    描述 农夫约翰上个星期刚刚建好了他的新牛棚,他使用了最新的挤奶技术.不幸的是,由于工程问题,每个牛栏都不一样.第一个星期,农夫约翰随便地让奶牛们进入牛栏,但是问题很快地显露出来:每头奶牛都只愿意在她们 ...

  9. UESTC 919 SOUND OF DESTINY --二分图最大匹配+匈牙利算法

    二分图最大匹配的匈牙利算法模板题. 由题目易知,需求二分图的最大匹配数,采取匈牙利算法,并采用邻接表来存储边,用邻接矩阵会超时,因为邻接表复杂度O(nm),而邻接矩阵最坏情况下复杂度可达O(n^3). ...

  10. Poj(1466),最大独立集,匈牙利算法

    题目链接:http://poj.org/problem?id=1466 Girls and Boys Time Limit: 5000MS   Memory Limit: 10000K Total S ...

随机推荐

  1. Hibernate配置文件和映射文件详解

    Hibernate是一个彻底的ORM(Object Relational Mapping,对象关系映射)开源框架. 我们先看一下官方文档所给出的,Hibernate 体系结构的高层视图: 其中PO=P ...

  2. 比原链(Bytom)正式开源Bytom-JavaScript库

    12月13日,比原链(Bytom)正式开源Bytom-JavaScript库,这个库是官方原生支持的新一代JavaScript SDK接口.JavaScript是世界上最多人使用的解释性脚本语言,JS ...

  3. klassVtable与klassItable

    klassVtable与klassItable类用来实现Java方法的多态,也可以叫动态绑定,是指在应用执行期间通过判断接受对象的实际类型,根据实际类型调用对应的方法.C++为了实现多态,在对象中嵌入 ...

  4. artifactdescriptorexception:Failed to read artifact descriptor for xxx:jar ”

    在Eclipse中执行Maven的install命令时,报“Failed to read artifact descriptor for xxx:jar ”的错误.这可能是在下载过程中文件出现错误.或 ...

  5. java 多态二

    一 多态-转型 多态的转型分为向上转型与向下转型两种: 向上转型:当有子类对象赋值给一个父类引用时,便是向上转型,多态本身就是向上转型的过程. 使用格式: 父类类型  变量名 = new 子类类型() ...

  6. Elasticsearch第五篇:PlainElastic.Net 操作 Elasticsearch

    再次强调,我安装的Elasticsearch 版本是 7.8.0 ,C# 操作 Elasticsearch 的驱动有 NEST.Elasticsearch.net .PlainElastic.Net ...

  7. Android 在代码中修改TextView的DrawableRight等方向上的图片

    在XML文件中可以对TextView进行设置: android:drawableTop="@drawable/XXX" android:drawableBottom="@ ...

  8. machine vision plan

    以OpenCV+C#/C++为主,Halcon+C#/C++.LabVIEW+NI Vision,其他还不了解 目前:Halcon+C# 1.完成:测量定位,表面质量检测 2.完成1后开始:OpenC ...

  9. Ubutun重启网卡

    一.network利用root帐户# service networking restart 或者/etc/init.d/networking restart 二.ifdown/ifup# ifdown ...

  10. 团队作业4:第三篇Scrum冲刺博客(歪瑞古德小队)

    目录 一.Daily Scrum Meeting 1.1 会议照片 1.2 项目进展 二.项目燃尽图 三.签入记录 3.1 代码/文档签入记录 3.2 Code Review 记录 3.3 issue ...