并查集

简单并查集:输入N,代表有编号为1、2、3……N电脑。下标从1开始。初始化为-1。合并后根为负数,负数代表根,其绝对值代表个数。

We have a network of computers and a list of bi-directional connections. Each of these connections allows a file transfer from one computer to another. Is it possible to send a file from any computer on the network to any other?

Input Specification:

Each input file contains one test case. For each test case, the first line contains N(2 <= N <= 10^4​​), the total number of computers in a network. Each computer in the network is then represented by a positive integer between 1 and N. Then in the following lines, the input is given in the format:

I c1 c2

where I stands for inputting a connection between c1 and c2; or

C c1 c2

where C stands for checking if it is possible to transfer files between c1and c2; or

S

where S stands for stopping this case.

Output Specification:

For each C case, print in one line the word "yes" or "no" if it is possible or impossible to transfer files between c1 and c2, respectively. At the end of each case, print in one line "The network is connected." if there is a path between any pair of computers; or "There are k components." where kis the number of connected components in this network.

Sample Input 1:

5
C 3 2
I 3 2
C 1 5
I 4 5
I 2 4
C 3 5
S

Sample Output 1:

no
no
yes
There are 2 components.

Sample Input 2:

5
C 3 2
I 3 2
C 1 5
I 4 5
I 2 4
C 3 5
I 1 3
C 1 5
S

Sample Output 2:

no
no
yes
yes
The network is connected.
 #include <stdio.h>

 #define MaxN 10001                  /* 集合最大元素个数 */

 typedef int ElementType;           /* 默认元素可以用非负正数表示 */
typedef int SetName; /* 默认用根节点下标作为集合名称 */
ElementType SetType[MaxN]; /* 假设集合元素下标从1开始 */ void Union( ElementType S[], SetName Root1, SetName Root2 );
SetName Find( ElementType S[], ElementType X ); int main()
{
int N;
int computerA,computerB;
scanf("%d",&N);
for(int i = ; i < N+; i++)
SetType[i] = -;
char operation;
scanf("%c",&operation);
while(operation != 'S') {
if(operation == 'I') { //inputting a connection
scanf("%d %d",&computerA, &computerB);
Union(SetType,Find(SetType,computerA), Find(SetType,computerB));
}else if(operation == 'C') { //check
scanf("%d %d",&computerA, &computerB);
if(Find(SetType,computerA) == Find(SetType,computerB)) { //是否是同一个根
printf("yes\n");
}else {
printf("no\n");
}
}
scanf("%c",&operation);
}
int components = ;
for(int i = ; i < N+; i++) {
if(SetType[i] < )
components++;
}
if(components == )
printf("The network is connected.\n");
else
printf("There are %d components.\n",components);
return ;
}
/* 这里默认Root1和Root2是不同集合的根结点 */
void Union( ElementType S[], SetName Root1, SetName Root2 )
{
/* 保证小集合并入大集合 */
if ( S[Root2] < S[Root1] ) { /* 如果集合2比较大 */
S[Root2] += S[Root1]; /* 集合1并入集合2 */
S[Root1] = Root2;
}
else { /* 如果集合1比较大 */
S[Root1] += S[Root2]; /* 集合2并入集合1 */
S[Root2] = Root1;
}
} SetName Find( ElementType S[], ElementType X )
{ /* 默认集合元素全部初始化为-1 */
if ( S[X] < ) /* 找到集合的根 */
return X;
else
return S[X] = Find( S, S[X] ); /* 路径压缩 */
}
 

05-树8 File Transfer的更多相关文章

  1. PAT 5-8 File Transfer (25分)

    We have a network of computers and a list of bi-directional connections. Each of these connections a ...

  2. File Transfer

    本博客的代码的思想和图片参考:好大学慕课浙江大学陈越老师.何钦铭老师的<数据结构> 代码的测试工具PTA File Transfer 1 Question 2 Explain First, ...

  3. File Transfer(并查集)

    题目大意:将多个电脑通过网线连接起来,不断查询2台电脑之间是否连通. 问题来源:中国大学mooc 05-树8 File Transfer (25 分) We have a network of com ...

  4. 让 File Transfer Manager 在新版本WIndows上能用

    最近研究.NET NATIVE,听说发布了第二个预览版,增加了X86支持,所以下,发现连接到的页面是:https://connect.microsoft.com/VisualStudio/Downlo ...

  5. PAT 05-树7 File Transfer

    这次的题让我对选择不同数据结构所产生的结果惊呆了,一开始用的是结构来存储集合,课件上有现成的,而且我也是实在不太会,150ms的时间限制过不去,不得已,看到这题刚好可以用数组,结果7ms最多,有意思! ...

  6. Cordova Upload Images using File Transfer Plugin and .Net core WebAPI

    In this article, I am going to explain ,"How to Upload Images to the server using Cordova File ...

  7. Trivial File Transfer Protocol (TFTP)

    Assignment 2The Trivial File Transfer Protocol (TFTP) is an Internet software utility fortransferrin ...

  8. 05-树8 File Transfer (25 分)

    We have a network of computers and a list of bi-directional connections. Each of these connections a ...

  9. SSH File Transfer遇到错误"too many authentication failures for root".A protocol error was detected......

    在SSH  Secure Shell 连接Linux centos的时候,遇到F-Secure SSH File Transfer错误"too many authentication fai ...

随机推荐

  1. 06-模仿系统的UIImageView

    *:first-child { margin-top: 0 !important; } body > *:last-child { margin-bottom: 0 !important; } ...

  2. NHibernate 中使用 nvarchar(max) 类型

    在 NHibernate 中使用字符串类型,默认会映射到字符类型,在 SQLServer 中,NVARCHAR 类型最大长度是 4000 字符,如果超过 4000,比如使用 SQL Server 中的 ...

  3. c/c++笔记

    string 若要根据字典序比较string类型的大小,只需要用><=就可以啦 例如: string s1="abcz"; string s2="abcd&q ...

  4. Web自动化框架LazyUI使用手册(2)--先跑起来再说(第一个测试用例-百度搜索)

    作者:cryanimal QQ:164166060 上篇文章中,简要介绍了LazyUI框架,本文便来演示,如何从无到有快速搭建基于lazyUI的工程,并成功运行第一个测试用例. 本文以百度搜索为例,选 ...

  5. 慧自文档:代替 Everything 来快速查找文件的,实现文件显示在文件夹的层次结构中

    1. 搜索功能和Everything一样快和强大 具有 Everything 搜索快.搜索功能强等优点, 解决了不能方便选择搜索哪个文件夹, 解决了不能同一个画面进行预览等问题 2.文件直接显示到文件 ...

  6. Orchard官方文档翻译(十) 管理Widgets

    原文地址:http://docs.orchardproject.net/Documentation/Managing-widgets 想要查看文档目录请用力点击这里 最近想要学习了解orchard,但 ...

  7. qt+2012+qtcreator 配置

    这个配置搞了我好久,终于搞定了,网上一大堆,总是看不懂,后来自己摸索出来的. 先贴图: 如上图:有两种配置方案: 第一:用vs2012做开发编辑.只要下载和对应插件即可,安装路径不要有空格.安装好之后 ...

  8. 关于javax.servlet.jsp.JspTagException: Don't know how to iterate over supplied "items" in &lt;forEach&gt;

    今天遇到这样一个异常: 严重: Servlet.service() for servlet jsp threw exceptionjavax.servlet.jsp.JspTagException: ...

  9. Java基础——集合框架

    Java的集合框架是Java中很重要的一环,Java平台提供了一个全新的集合框架.“集合框架”主要由一组用来操作对象的接口组成.不同接口描述一组不同数据类型.Java平台的完整集合框架如下图所示: 上 ...

  10. 开源项目:libbpg

    1 ubuntu下编译libbpg(编译机器64bit) 安装cmake,libpng,yasm,gcc,g++ cmake版本最低为2.8.8,安装完毕后使用cmake --version查看是否安 ...