动态规划(区间DP):HDU 5115 Dire Wolf
Dire wolves, also known as Dark wolves, are extraordinarily large and powerful wolves. Many, if not all, Dire Wolves appear to originate from Draenor.
Dire wolves look like normal wolves, but these creatures are of nearly twice the size. These powerful beasts, 8 - 9 feet long and weighing 600 - 800 pounds, are the most well-known orc mounts. As tall as a man, these great wolves have long tusked jaws that look like they could snap an iron bar. They have burning red eyes. Dire wolves are mottled gray or black in color. Dire wolves thrive in the northern regions of Kalimdor and in Mulgore.
Dire wolves are efficient pack hunters that kill anything they catch. They prefer to attack in packs, surrounding and flanking a foe when they can.
— Wowpedia, Your wiki guide to the World of Warcra
Matt, an adventurer from the Eastern Kingdoms, meets a pack of dire wolves. There are N wolves standing in a row (numbered with 1 to N from left to right). Matt has to defeat all of them to survive.
Once Matt defeats a dire wolf, he will take some damage which is equal to the wolf’s current attack. As gregarious beasts, each dire wolf i can increase its adjacent wolves’ attack by bi. Thus, each dire wolf i’s current attack consists of two parts, its basic attack ai and the extra attack provided by the current adjacent wolves. The increase of attack is temporary. Once a wolf is defeated, its adjacent wolves will no longer get extra attack from it. However, these two wolves (if exist) will become adjacent to each other now.
For example, suppose there are 3 dire wolves standing in a row, whose basic attacks ai are (3, 5, 7), respectively. The extra attacks bi they can provide are (8, 2, 0). Thus, the current attacks of them are (5, 13, 9). If Matt defeats the second wolf first, he will get 13 points of damage and the alive wolves’ current attacks become (3, 15).
As an alert and resourceful adventurer, Matt can decide the order of the dire wolves he defeats. Therefore, he wants to know the least damage he has to take to defeat all the wolves.
Input
The second line contains N integers ai (0 ≤ ai ≤ 100000), denoting the basic attack of each dire wolf.
The third line contains N integers bi (0 ≤ bi ≤ 50000), denoting the extra attack each dire wolf can provide.
Output
Sample Input
2
3
3 5 7
8 2 0
10
1 3 5 7 9 2 4 6 8 10
9 4 1 2 1 2 1 4 5 1
Sample Output
Case #1: 17
Case #2: 74 这道题到着区间dp,枚举最后杀哪头狼,这样就不会有麻烦了。
#include <iostream>
#include <cstring>
#include <cstdio>
using namespace std;
const int N=;
int dp[N][N],a[N],n,sum;
int main(){
int T,cas=;
scanf("%d",&T);
while(T--){
scanf("%d",&n);sum=;
for(int i=,x;i<=n;i++){
scanf("%d",&x);sum+=x;
}
for(int i=;i<=n;i++)
scanf("%d",&a[i]);
a[]=a[n+]=;
memset(dp,,sizeof(dp));
for(int i=;i<=n;i++){
dp[i][i]=a[i-]+a[i+];
dp[i][i-]=;
}dp[n+][n]=;
for(int l=;l<=n;l++)
for(int i=,j;i+l-<=n;i++){
j=i+l-;
for(int k=i;k<=j;k++)
dp[i][j]=min(dp[i][j],dp[i][k-]+dp[k+][j]+a[i-]+a[j+]);
//dp[i][j]+=a[i-1]+a[j+1];
}
printf("Case #%d: %d\n",++cas,sum+dp[][n]);
}
return ;
}
动态规划(区间DP):HDU 5115 Dire Wolf的更多相关文章
- HDU 5115 Dire Wolf 区间dp
题目链接: http://acm.hdu.edu.cn/showproblem.php?pid=5115 Dire Wolf Time Limit: 5000/5000 MS (Java/Others ...
- hdu 5115 Dire Wolf(区间dp)
Problem Description Dire wolves, also known as Dark wolves, are extraordinarily large and powerful w ...
- HDU 5115 Dire Wolf ——(区间DP)
比赛的时候以为很难,其实就是一个区间DP= =..思路见:点我. 区间DP一定要记住先枚举区间长度啊= =~!因为区间dp都是由短的区间更新长的区间的,所以先把短的区间更新完.. 代码如下: #inc ...
- hdu 5115 Dire Wolf
题目链接:http://acm.hdu.edu.cn/showproblem.php?pid=5115 题目分类:区间dp 题意:有n只狼,每只狼有两种属性,一种攻击力一种附加值,我们没杀一只狼,那么 ...
- HDU - 5115 Dire Wolf (非原创)
Dire wolves, also known as Dark wolves, are extraordinarily large and powerful wolves. Many, if not ...
- HDU 5115 Dire Wolf (区间DP)
题目链接:http://acm.hdu.edu.cn/showproblem.php?pid=5115 题目大意:有一些狼,从左到右排列,每只狼有一个伤害A,还有一个伤害B.杀死一只狼的时候,会受到这 ...
- [题解] HDU 5115 Dire Wolf 区间DP
考虑先枚举所有的物品中最后拿走的,这样就分成了2个子问题,即先拿完左边的,再拿完右边的,最后拿选出的那个.令dp(i,j)表示拿完[i,j]所有物品的最小代价.你可能会说,我们拿[i,j]这一段物品的 ...
- [hdu contest 2019-07-29] Azshara's deep sea 计算几何 动态规划 区间dp 凸包 graham扫描法
今天hdu的比赛的第一题,凸包+区间dp. 给出n个点m个圆,n<400,m<100,要求找出凸包然后给凸包上的点连线,连线的两个点不能(在凸包上)相邻,连线不能与圆相交或相切,连线不能相 ...
- 动态规划——区间dp
在利用动态规划解决的一些实际问题当中,一类是基于区间上进行的,总的来说,这种区间dp是属于线性dp的一种.但是我们为了更好的分类,这里仍将其单独拿出进行分析讨论. 让我们结合一个题目开始对区间dp的探 ...
随机推荐
- Objective-C description的用法
description类似于.net/java ToString()方法的用途. 假设有一个CTPerson类, - (NSString *)description { return @"d ...
- O-C相关-06:对象与对象的关系
对象与对象的关系 1.对象与对象的关系 依赖 关联 组合 常常讨论对象与对象关系时会提供两个属于:内聚性,耦合性 内聚一般指功能上的指向性 耦合一般指关联上的依赖性 2.依赖: 对象之间最弱的一种关联 ...
- spring定时器用Annotation兑现
spring定时器用Annotation实现 0人收藏此文章, 我要收藏发表于3个月前 , 已有46次阅读 共0个评论 1.ApplicationContext.xml配置 a).需要在xmlns里面 ...
- hrbust 1328 相等的最小公倍数(数论)
Description 定义An为1,2,-,n的最小公倍数,例如,A1 = 1,A2 = 2,A3 = 6,A4 = 12,A5 = 60,A6 = 60. 请你判断对于给出的任意整数n,An是否等 ...
- 九度OJ 1372 最大子向量和(连续子数组的最大和)
题目地址:http://ac.jobdu.com/problem.php?pid=1372 题目描述: HZ偶尔会拿些专业问题来忽悠那些非计算机专业的同学.今天JOBDU测试组开完会后,他又发话了:在 ...
- JNI学习总结
JNI学习总结 标签(空格分隔): java JNI:Java Native Interface,是一种通过java调用本地方法的技术(当然也可以反过来),随着JDK版本的提升,JNI的效率也一直在提 ...
- 计划任务实现定时备份mysql数据库
1.linux平台 30 3 * * * sh /data/tools/mysqlbackup.sh 每天3点半备份数据库mysqlbackup.sh(备份最近5天的数据): #设置数据库名,数据库 ...
- Boost1.62+win7+VC2015编译
下载 通过boost官方网站, 或直接在source forge下载boost_1_62_0. 可选包 Zlib library, 环境变量: ZLIB_SOURCE bzip2, 环境变量: BZI ...
- Sqlserver 原生 MD5 函数(转)
--创建md5函数CREATE FUNCTION [dbo].[MD5](@src varchar(255) )RETURNS varchar(255)ASBEGIN DECLARE @md5 ...
- WPF拖动绘制
using System; using System.Windows; using System.Windows.Controls; using System.Windows.Input; using ...