一、题目描述

Let us define a regular brackets sequence in the following way:

  1. Empty sequence is a regular sequence.

  2. If S is a regular sequence, then (S) , [S] and {S} are both regular sequences.

  3. If A and B are regular sequences, then AB is a regular sequence.

For example, all of the following sequences of characters are regular brackets sequences:

(), [], {}, (){[]}

While the following character sequences are not:

(, [, {, )(, ([)], {[(]

Write a program to judge whether a given sequence is a regular bracket sequence or not.

二、输入

The input may contain several test cases.

The first line of each test case contains the length of the bracket sequence N (1<=N<=100). The second line contains N characters including ‘(‘, ‘)’, ‘[‘, ‘]’,’{‘ or ’}’.

Input is terminated by EOF.

三、输出

For each test case, if the sequence is a regular brackets sequence, output “YES” on a single line, else output “NO”.

例如:

输入:

2

()

4

((]]

6

{[]}()

输出:

YES

NO

YES

四、解题思路

这个使用栈来处理,当栈顶不为空的时候,栈顶跟输入的字符(括号)匹配,是否为一对(栈顶的为左边括号,新输入的为右边括号)。若能匹配,pop出栈顶,继续新的输入,否则新输入的字符入栈。

五、代码

#include<iostream>
#include<stack>
#include <stdio.h> using namespace std; int main()
{
int leng; while(cin >> leng)
{
stack<char> strStack;
for(int i = 0; i < leng; i++)
{
char nowChar;
cin >> nowChar;
if(strStack.empty()){strStack.push(nowChar); continue;} //如果栈为空,直接入栈,不需要判断
if(nowChar == '(' || nowChar == '[' || nowChar == '{'){strStack.push(nowChar); continue;} //如果是左边的括号,直接入栈
if(nowChar == ')' && strStack.top() == '('){strStack.pop();} //“()”匹配成功
else if(nowChar == ']' && strStack.top() == '['){strStack.pop();} //“[]”匹配成功
else if(nowChar == '}' && strStack.top() == '{') {strStack.pop();} //“{}”匹配成功
else {strStack.push(nowChar);} //匹配不成功,入栈
} if(strStack.empty()) cout << "YES" << endl;
else cout << "NO" << endl;
} return 0;
}

<Sicily>Brackets Matching的更多相关文章

  1. sicily 1035. DNA matching

    题意:判断基因链是否匹配,匹配的双链数加1,并要标记,下次比较不能重用! 解法: 打擂台法 #include<iostream> #include<string> #inclu ...

  2. CF149D. Coloring Brackets[区间DP !]

    题意:给括号匹配涂色,红色蓝色或不涂,要求见原题,求方案数 区间DP 用栈先处理匹配 f[i][j][0/1/2][0/1/2]表示i到ji涂色和j涂色的方案数 l和r匹配的话,转移到(l+1,r-1 ...

  3. CodeForces 149D Coloring Brackets

    Coloring Brackets time limit per test: 2 seconds memory limit per test: 256 megabytes input: standar ...

  4. Codeforces Round #106 (Div. 2) D. Coloring Brackets 区间dp

    题目链接: http://codeforces.com/problemset/problem/149/D D. Coloring Brackets time limit per test2 secon ...

  5. Code Forces 149DColoring Brackets(区间DP)

     Coloring Brackets time limit per test 2 seconds memory limit per test 256 megabytes input standard ...

  6. Codeforces Round #106 (Div. 2) D. Coloring Brackets —— 区间DP

    题目链接:https://vjudge.net/problem/CodeForces-149D D. Coloring Brackets time limit per test 2 seconds m ...

  7. Coloring Brackets (区间DP)

    Once Petya read a problem about a bracket sequence. He gave it much thought but didn't find a soluti ...

  8. CF 149D Coloring Brackets(区间DP,好题,给配对的括号上色,求上色方案数,限制条件多,dp四维)

    1.http://codeforces.com/problemset/problem/149/D 2.题目大意 给一个给定括号序列,给该括号上色,上色有三个要求 1.只有三种上色方案,不上色,上红色, ...

  9. 学习《Hardware-Efficient Bilateral Filtering for Stereo Matching》一文笔记。

    个人收藏了很多香港大学.香港科技大学以及香港中文大学里专门搞图像研究一些博士的个人网站,一般会不定期的浏览他们的作品,最近在看杨庆雄的网点时,发现他又写了一篇双边滤波的文章,并且配有源代码,于是下载下 ...

随机推荐

  1. UVALive 4223 / HDU 2962 spfa + 二分

    Trucking Problem Description A certain local trucking company would like to transport some goods on ...

  2. 基于FPGA的跨时钟域信号处理——专用握手信号

    在逻辑设计领域,只涉及单个时钟域的设计并不多.尤其对于一些复杂的应用,FPGA往往需要和多个时钟域的信号进行通信.异步时钟域所涉及的两个时钟之间可能存在相位差,也可能没有任何频率关系,即通常所说的不同 ...

  3. m_Orchestrate learning system---十五、如何快速查错

    m_Orchestrate learning system---十五.如何快速查错 一.总结 一句话总结: a.删除代码法 b.添加提示代码法 c.仔细看错误信息 1.评论板块和论坛板块的实时更新? ...

  4. swoole-tcp-server

    swoole-tcp-server 标签(空格分隔): php,linux 执行程序 php swoole_server.php 查看端口:netstat -antpl 连接服务器:telnet ip ...

  5. Windows 10 10586 升级

  6. 关于目标检测 Object detection

    NO1.目标检测 (分类+定位) 目标检测(Object Detection)是图像分类的延伸,除了分类任务,还要给定多个检测目标的坐标位置.      NO2.目标检测的发展 R-CNN是最早基于C ...

  7. Set集合[HashSet,TreeSet,LinkedHashSet],Map集合[HashMap,HashTable,TreeMap]

    ------------ Set ------------------- 有序: 根据添加元素顺序判定, 如果输出的结果和添加元素顺序是一样 无序: 根据添加元素顺序判定,如果输出的结果和添加元素的顺 ...

  8. POJ-1743 Musical Theme 字符串问题 不重叠最长重复子串

    题目链接:https://cn.vjudge.net/problem/POJ-1743 题意 给一串整数,问最长不可重叠最长重复子串有多长 注意这里匹配的意思是匹配串的所有元素可以减去或者加上某个值 ...

  9. BZOJ 4103 [Thusc 2015]异或运算 (可持久化01Trie+二分)

    题目大意:给你一个长方形矩阵,位置$i,j$上的数是$a_{i}\;xor\;b_{j}$,求某个子矩阵内第$K$大的值 最先想的是二分答案然后验证,然而是$O(qnlogmloga_{i})$,不出 ...

  10. ftp上传下载文件

    客户端client: import os import json import socket import struct sk = socket.socket() sk.connect(('127.0 ...