Cows Of The Round Table【DFS】
aaarticlea/png;base64,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" alt="" />
--------------------------------from:https://ac.nowcoder.com/acm/contest/984/C--------------------------------------------
最近看到环就想到DFS,导致ccpc省赛热身赛时坑了一波队友,浪费了十多分钟写我脑子抽了时的想法。。。
然而这道题就明摆着DFS辣,给n个数,判断相邻元素差值不大于k的所有此类环的个数。
#include <bits/stdc++.h> using namespace std;
int n,k;
int a[30];//储存找到满足的环的元素
int h[30];//储存所有元素
int vis[30];
int cnt; void dfs(int x)
{
if(x==n)
{
cnt++;
return ;
}
for(int i=0;i<n;i++)
{ if(!vis[i]&&abs(h[i]-a[x-1])<=k)//每个枚举的元素与储存的元素相比
{
if(x==n-1&&!(abs(h[i]-a[0])<=k)) continue;//当处于环尾时特判
a[x]=h[i];
vis[i]=1;
/*for(int j=0;j<4;j++)
{
printf("a:%d\n",a[j]);
}*/
//printf("cnt:%d\n",cnt);
dfs(x+1);
vis[i]=0;
}
}
} int main()
{
scanf("%d%d",&n,&k);
for(int i=0;i<n;i++)
{
scanf("%d",&h[i]);
}
memset(vis,0,sizeof(vis));
a[0]=h[0];//令第一个元素存于环中
vis[0]=1;
dfs(1);
printf("%d\n",cnt);
return 0;
}
Cows Of The Round Table【DFS】的更多相关文章
- 【第40套模拟题】【noip2011_mayan】解题报告【map】【数论】【dfs】
目录:1.潜伏者 [map] 2.Hankson的趣味题[数论]3.mayan游戏[dfs] 题目: 1. 潜伏者(spy.pas/c/cpp)[问题描述]R 国和S 国正陷入战火之中,双方都互派间谍 ...
- Kattis - glitchbot 【DFS】
Kattis - glitchbot [DFS] 题意 有一个机器人 刚开始在(0, 0),然后给出一个目标点,并且会给出一系列指令,但是其中会有一个指令是错误的.我们需要找出那个指令,并且改成正确的 ...
- HDU 6113 度度熊的01世界 【DFS】(2017"百度之星"程序设计大赛 - 初赛(A))
度度熊的01世界 Time Limit: 2000/1000 MS (Java/Others) Memory Limit: 32768/32768 K (Java/Others)Total Su ...
- 【dfs】BZOJ1703-[Usaco2007 Mar]Ranking the Cows 奶牛排名
[题目大意] 农夫约翰有N(1≤N≤1000)头奶牛,每一头奶牛都有一个确定的独一无二的正整数产奶率.约翰想要让这些奶牛按产奶率从高到低排序,约翰已经比较了M(1≤M≤10000)对奶牛的产奶率,但他 ...
- Educational Codeforces Round 1D 【DFS求联通块】
http://blog.csdn.net/snowy_smile/article/details/49924965 D. Igor In the Museum time limit per test ...
- 【dfs】P1331 海战
题目描述 在峰会期间,武装部队得处于高度戒备.警察将监视每一条大街,军队将保卫建筑物,领空将布满了F-2003飞机.此外,巡洋船只和舰队将被派去保护海岸线.不幸的是因为种种原因,国防海军部仅有很少的几 ...
- 【dfs】p1731 生日蛋糕
1441:[例题2]生日蛋搞 [题目描述] 7月17日是Mr.W的生日,ACM-THU为此要制作一个体积为Nπ的M层生日蛋糕,每层都是一个圆柱体.设从下往上数第i(1≤i≤M)层蛋糕是半径为Ri, 高 ...
- 【dfs】LETTERS
1212:LETTERS [题目描述] 给出一个roe×colroe×col的大写字母矩阵,一开始的位置为左上角,你可以向上下左右四个方向移动,并且不能移向曾经经过的字母.问最多可以经过几个字母. [ ...
- 洛谷P1605 迷宫【dfs】
题目背景 迷宫 [问题描述] 给定一个N*M方格的迷宫,迷宫里有T处障碍,障碍处不可通过.给定起点坐标和 终点坐标,问: 每个方格最多经过1次,有多少种从起点坐标到终点坐标的方案.在迷宫 中移动有上下 ...
随机推荐
- centos下利用phantomjs来完成网站页面快照截图
最近研究了下phantomjs,感觉还是非常不错的. 首先到官网下载一个源码包 http://phantomjs.org/download.html 点击源码包下载如图: 然后在linux下将必要的一 ...
- MySQL读写分离---Mycat
一.什么是读写分离 在数据库集群架构中,让主库负责处理事务性查询,而从库只负责处理select查询,让两者分工明确达到提高数据库整体读写性能.当然,主数据库另外一个功能就是负责将事务性查询导致的数据变 ...
- Vue实战之【企业开发常见问题】
1.vue框架使用注意事项和经验 1.1 解决Vue动态路由参数变化,页面数据不更新 问题描述: 遇到动态路由如:/page/:id 从/page/1 切换到 /page/2 发现页面组件没有更新 解 ...
- GNU C相关
GNU __attribute__ 用于在函数声明时,定义函数参数的一些特殊属性,比如,如果函数的某个参数可能用不到,那么,将该参数增加unused属性即可,如下(一般用两个括号包括属性unused) ...
- 在Unity中使用 luajit 64位加密
参考:https://blog.csdn.net/sun19880421/article/details/68070696 https://blog.csdn.net/mydreamremindme/ ...
- 在线使用iconfont字体图标
登录https://www.iconfont.cn 把需要的图标加入购物车,然后加入项目 打开我的项目,生成代码 有3中方式使用图标 unicode和font class本质都是使用字体,好处在于兼容 ...
- rhel6.5安装网络yum源过程
**redhat的yum在线更新是收费的,如果没有注册的话不能使用,如果要使用,需将redhat的yum卸载后,重启安装其他yum源,再配置其他源.** 本文包括配置本地源及第三方源.第三方源包括:网 ...
- codewars--js--Happy numbers++无穷大判断
问题描述: A happy number is a number defined by the following process: starting with any positive intege ...
- C# 根据天、周、月汇总统计生成统计报表
先看核心代码: public List<DataEntity> SearchShopSalesReport(DateTimeOffset? dateFrom, DateTimeOffset ...
- ASP.NET Core DI概述
众所周知,ASP.NET Core有一个DI框架,应用程序启动时初始化. 预定义依赖 1: IApplicationBuilder:提供了配置应用程序的请求管道机制 2:ILoggerFactory: ...