Equalize
You are given two binary strings aa and bb of the same length. You can perform the following two operations on the string aa:
- Swap any two bits at indices ii and jj respectively (1≤i,j≤n1≤i,j≤n), the cost of this operation is |i−j||i−j|, that is, the absolute difference between ii and jj.
- Select any arbitrary index ii (1≤i≤n1≤i≤n) and flip (change 00 to 11 or 11 to 00) the bit at this index. The cost of this operation is 11.
Find the minimum cost to make the string aa equal to bb. It is not allowed to modify string bb.
The first line contains a single integer nn (1≤n≤1061≤n≤106) — the length of the strings aa and bb.
The second and third lines contain strings aa and bb respectively.
Both strings aa and bb have length nn and contain only '0' and '1'.
Output the minimum cost to make the string aa equal to bb.
3
100
001
2
4
0101
0011
1
In the first example, one of the optimal solutions is to flip index 11 and index 33, the string aa changes in the following way: "100" →→ "000" →→ "001". The cost is 1+1=21+1=2.
The other optimal solution is to swap bits and indices 11 and 33, the string aa changes then "100" →→ "001", the cost is also |1−3|=2|1−3|=2.
In the second example, the optimal solution is to swap bits at indices 22 and 33, the string aa changes as "0101" →→ "0011". The cost is |2−3|=1|2−3|=1.
还是太直线思维了,老是想着用哪个减哪个,就没想到让答案一直增加:(
#include <iostream>
#include <vector>
#include <algorithm>
#include <string>
#include <set>
#include <queue>
#include <map>
#include <sstream>
#include <cstdio>
#include <cstring>
#include <numeric>
#include <cmath>
#include <unordered_set>
#include <unordered_map>
#include <xfunctional>
#define ll long long
#define mod 998244353
using namespace std;
int dir[][] = { {,},{,-},{-,},{,} };
const int maxn = 1e5 + ;
const long long inf = 0x7f7f7f7f7f7f7f7f; int main()
{
int n,res=;
cin >> n;
string a, b;
cin >> a >> b;
int ans=;
for (int i = ; i < a.size(); i++)
{
if (a[i] != b[i])
{
if (i + < a.size() && a[i + ] != b[i + ] && a[i]!=a[i+])
{
res++;
i++;
}
else
{
res++;
}
}
}
cout << res;
}
Equalize的更多相关文章
- D. Equalize Them All Codeforces Round #550 (Div. 3)
D. Equalize Them All time limit per test 2 seconds memory limit per test 256 megabytes input standar ...
- Codeforces 999D Equalize the Remainders (set使用)
题目连接:Equalize the Remainders 题意:n个数字,对m取余有m种情况,使得每种情况的个数都为n/m个(保证n%m=0),最少需要操作多少次? 每次操作可以把某个数字+1.输出最 ...
- 1037C_ Equalize(字符串)
modify 改变 C. Equalize time limit per test 1 second memory limit per test 256 megabytes input standar ...
- D. Equalize the Remainders (set的基本操作)
D. Equalize the Remainders time limit per test 3 seconds memory limit per test 256 megabytes input s ...
- (原创)Codeforces Round #550 (Div. 3) D. Equalize Them All
D. Equalize Them All time limit per test 2 seconds memory limit per test 256 megabytes input standar ...
- Codeforces1144D(D题)Equalize Them All
D. Equalize Them All You are given an array aa consisting of nn integers. You can perform the follow ...
- CF1234A Equalize Prices
洛谷 CF1234A Equalize Prices Again 洛谷传送门 题目描述 You are both a shop keeper and a shop assistant at a sma ...
- D. Equalize the Remainders set的使用+思维
D. Equalize the Remainders set的学习::https://blog.csdn.net/byn12345/article/details/79523516 注意set的end ...
- D. Equalize the Remainders 解析(思維)
Codeforce 999 D. Equalize the Remainders 解析(思維) 今天我們來看看CF999D 題目連結 題目 略,請直接看原題 前言 感覺要搞個類似\(stack\)的東 ...
- Codeforces 1037C Equalize
原题 题目大意: 给你两个长度都为\(n\)的的\(01\)串\(a,b\),现在你可以对\(a\)串进行如下两种操作: 1.交换位置\(i\)和位置\(j\),代价为\(|i-j|\) 2.反转位置 ...
随机推荐
- 【BZOJ 1022】 [SHOI2008]小约翰的游戏John(Anti_SG)
Description 小约翰经常和他的哥哥玩一个非常有趣的游戏:桌子上有n堆石子,小约翰和他的哥哥轮流取石子,每个人取 的时候,可以随意选择一堆石子,在这堆石子中取走任意多的石子,但不能一粒石子也不 ...
- sqlserver中判断是数字(会自动将.3识别为0.3)
SQL Server 检测是不是数字型的数据(两种方法) 检测是不是数字型的数据, 两种方法 1. ISNUMERIC ( expression ) 2. PATINDEX ( '%pattern%' ...
- ASP.NET MVC 方法View返回的两种方式
1.参数为字符串类型 例如我们在地址栏输入http://localhost:56431/Test/Index,会查找TestController类下的Index方法并执行,如下图 当我们返回字符串类型 ...
- C#索引器学习笔记
本笔记摘抄自:https://www.cnblogs.com/ArmyShen/archive/2012/08/27/2659405.html,记录一下学习过程以备后续查用. 索引器允许类或者结构的实 ...
- 基于Dapper的开源Lambda扩展LnskyDB 3.0已支持Mysql数据库
LnskyDB LnskyDB是基于Dapper的Lambda扩展,支持按时间分库分表,也可以自定义分库分表方法.而且可以T4生成实体类免去手写实体类的烦恼.,现在已经支持MySql和Sql serv ...
- Ubuntu 18.04安装配置Apache Ant
Ubuntu 18.04安装配置Apache Ant 文章目录 Ubuntu 18.04安装配置Apache Ant 下载 执行以下命令 `/etc/profile`中配置环境变量 载入配置 测试 执 ...
- Dubbo之服务消费
Dubbo的服务消费主要包括两个部分.第一大步是ReferenceConfig类的init方法调用Protocol的refer方法生成Invoker实例,这是服务消息的关键.第二大步是把Invoker ...
- HTML5 表单学习
创建表单的方法: 用form标签 form标签常用元素:input:单行表单.select:下拉式表单.textarea:多行文本域 input元素的type属性:text:文本属性.checkbox ...
- (ubuntu系统)安装opencv-python后,报错libSM.so.6: cannot open shared object file: No such file or directory
这是我在 用云服务器跑python代码时候 遇到的问题 卡在这好长时间...希望对同样遇到这样窘境的小白们有所帮助 在控制台界面下,找不到cv2,,,, 解决办法 步骤一: 输入 sudo pass ...
- 扩展BSGS求解离散对数问题
扩展BSGS用于求解axΞb mod(n) 同余方程中gcd(a,n)≠1的情况 基本思路,将原方程转化为a与n互质的情况后再套用普通的BSGS求解即可 const int maxint=((1< ...