The Ninth Hunan Collegiate Programming Contest (2013) Problem A
Problem A
Almost Palindrome
Given a line of text, find the longest almost-palindrome substring. A string S is almost-palindrome if
- S begins and ends with a letter, and
- a(S) and b(S) have at most 2k positions with different characters
Here a(S) is the string after removing all non-letter characters and converting all the letters to lowercase, b(S) is the reversed string of a(S).
For example, when k=1, "Race cat" is almost-palindrome, because a(S)="racecat" and b(S)="tacecar" differ at exactly 2 positions.
Input
There will be at most 25 test cases. Each test case contains two lines. The first line is k (0<=k<=200). The second line contains a string with at least one letter and at most 1,000 characters (excluding the newline character). The string will only contain letters, spaces and other printable characters like ("," or "." etc) and will not start with a whitespace.
Output
For each test case, print the length of the longest almost-palindrome substring and its starting position (starting from 1). If there is more than one such string, print the smallest starting position.
Sample Input
1
Wow, it is a Race cat!
0
abcdefg
0
Kitty: Madam, I'm adam.
Output for the Sample Input
Case 1: 8 3
Case 2: 1 1
Case 3: 15 8
The Ninth Hunan Collegiate Programming Contest (2013)
Problemsetter: Rujia Liu
Special Thanks: Feng Chen, Md. Mahbubul Hasan
这个题应该是由最长回文串改编而来的,最长回文串是K=0的情形,注意一个小地方,当diff=K的时候还是可以扩展的。程序应该清晰易懂,而不是来展示小聪明的。
#include <iostream>
#include <stdio.h>
#include <queue>
#include <stdio.h>
#include <string.h>
#include <vector>
#include <queue>
#include <set>
#include <algorithm>
#include <map>
#include <stack>
#include <math.h>
#define Max(a,b) ((a)>(b)?(a):(b))
#define Min(a,b) ((a)<(b)?(a):(b))
using namespace std ;
typedef long long LL ;
const int Max_N= ;
char old_str[Max_N] ;
char str[Max_N] ;
int K ;
int my_hash[Max_N] ;
int Len ;
struct Node{
int Left_id ;
int Lenght ;
Node(){} ;
Node(int id ,int len):Left_id(id),Lenght(len){} ;
};
Node gao_case1(int id){
int Left ,Right ;
Left=id- ;
Right=id+ ;
int dif= ;
int ans_left_id=my_hash[id] ,ans_length= ;
while(Left>=&&Right<Len&&dif<K){
if(str[Left]!=str[Right])
dif++ ;
ans_left_id=my_hash[Left] ;
ans_length=my_hash[Right]-my_hash[Left]+ ;
Left-- ;
Right++ ;
}
/*k th will go on*/
while(Left>=&&Right<Len&&str[Left]==str[Right]){
ans_left_id=my_hash[Left] ;
ans_length=my_hash[Right]-my_hash[Left]+ ;
Left-- ;
Right++ ;
}
return Node(ans_left_id,ans_length) ;
} Node gao_case2(int id){
int Left ,Right ;
Left=id ;
Right=id+ ;
int dif= ;
int ans_left_id=my_hash[id] ,ans_length= ;
while(Left>=&&Right<Len&&dif<K){
if(str[Left]!=str[Right])
dif++ ;
ans_left_id=my_hash[Left] ;
ans_length=my_hash[Right]-my_hash[Left]+ ;
Left-- ;
Right++ ;
}
/*k th will go on*/
while(Left>=&&Right<Len&&str[Left]==str[Right]){
ans_left_id=my_hash[Left] ;
ans_length=my_hash[Right]-my_hash[Left]+ ;
Left-- ;
Right++ ;
}
return Node(ans_left_id,ans_length) ;
} int main(){
int L_old ,ans_len ,ans_left_id ,T= ;
while(scanf("%d",&K)!=EOF){
getchar() ;
gets(old_str) ;
Len= ;
L_old=strlen(old_str) ;
for(int i=;i<L_old;i++){
if('A'<=old_str[i]&&old_str[i]<='Z'){
my_hash[Len]=i+ ;
str[Len++]=old_str[i]-'A'+'a' ;
}
else if('a'<=old_str[i]&&old_str[i]<='z'){
my_hash[Len]=i+ ;
str[Len++]=old_str[i] ;
}
else
continue ;
}
str[Len]='\0' ;
ans_len= ;
for(int i=;i<Len;i++){
Node now=gao_case1(i) ;
if(now.Lenght>ans_len){
ans_len=now.Lenght ;
ans_left_id=now.Left_id ;
}
else if(now.Lenght==ans_len)
ans_left_id=Min(ans_left_id,now.Left_id) ;
now=gao_case2(i) ;
if(now.Lenght>ans_len){
ans_len=now.Lenght ;
ans_left_id=now.Left_id ;
}
else if(now.Lenght==ans_len)
ans_left_id=Min(ans_left_id,now.Left_id) ;
}
printf("Case %d: %d %d\n",T++ ,ans_len,ans_left_id) ;
}
return ;
}
The Ninth Hunan Collegiate Programming Contest (2013) Problem A的更多相关文章
- The Ninth Hunan Collegiate Programming Contest (2013) Problem F
Problem F Funny Car Racing There is a funny car racing in a city with n junctions and m directed roa ...
- The Ninth Hunan Collegiate Programming Contest (2013) Problem H
Problem H High bridge, low bridge Q: There are one high bridge and one low bridge across the river. ...
- The Ninth Hunan Collegiate Programming Contest (2013) Problem I
Problem I Interesting Calculator There is an interesting calculator. It has 3 rows of button. Row 1: ...
- The Ninth Hunan Collegiate Programming Contest (2013) Problem J
Problem J Joking with Fermat's Last Theorem Fermat's Last Theorem: no three positive integers a, b, ...
- The Ninth Hunan Collegiate Programming Contest (2013) Problem G
Problem G Good Teacher I want to be a good teacher, so at least I need to remember all the student n ...
- The Ninth Hunan Collegiate Programming Contest (2013) Problem L
Problem L Last Blood In many programming contests, special prizes are given to teams who solved a pa ...
- The Ninth Hunan Collegiate Programming Contest (2013) Problem C
Problem C Character Recognition? Write a program that recognizes characters. Don't worry, because yo ...
- German Collegiate Programming Contest 2013:E
数值计算: 这种积分的计算方法很好,学习一下! 代码: #include <iostream> #include <cmath> using namespace std; ; ...
- German Collegiate Programming Contest 2013:B
一个离散化的简单题: 我用的是STL来做的离散化: 好久没写离散化了,纪念一下! 代码: #include<cstdio> #include<cstring> #include ...
随机推荐
- 控制DIV占满屏幕
网上找了很多帖子,希望是CSS控制的,但是在bootstrap环境下, 控制方式上有点问题.达不到想要的效果. 项目中需要实现的效果: DIV区域占满当前窗口的高度.且在ctrl+鼠标滚轮调整窗口大小 ...
- .NET(C#)生成条形码
using System; using System.Data; using System.Configuration; using System.Web; using System.Web.Secu ...
- 51nod1313 完美串
一个N长的字符串S(N<=3000),只由'R','G','B'三种字符组成,即串中不存在除了这3个字符以外的其他字符.字符串S的子串substr(L,R)指S[L]S[L+1]S[L+2].. ...
- DateGridView中添加下拉框列并实现数据绑定、更改背景色
1.添加下拉框 代码实现==> using System; using System.Collections.Generic; using System.Windows.Forms; names ...
- 在Huawei USG2100 上配置通过Huawei VPN客户端的接入
USG2100 设置 一.本地策略 中允许 Untrust 对 L2TP 的访问: 二.勾选 VPN-->L2TP 启用: 三.设置参数: 1.组类型选择LNS,本端隧道名称LNS,对端隧道名称 ...
- MySQL key/value存储方案(转)
需求 250M entities, entities表共有2.5亿条记录,当然是分库的. 典型解决方案:RDBMS 问题:由于业务需要不定期更改表结构,但是在2.5亿记录的表上增删字段.修改索引需要锁 ...
- PLSQL_PLSQL中DML/DDL/DCL的概念和区分(概念)
2014-06-20 Created By BaoXinjian
- OAF_VO系列1 - Accelerator Keys
OAF_EO系列6 - Delete详解和实现(案例) (2014-06-16 08:37)
- NeHe OpenGL教程 第九课:移动图像
转自[翻译]NeHe OpenGL 教程 前言 声明,此 NeHe OpenGL教程系列文章由51博客yarin翻译(2010-08-19),本博客为转载并稍加整理与修改.对NeHe的OpenGL管线 ...
- 特殊情形的Riemann引理
设 $f(x)$ 是 $[0,\infty)$ 上的单调函数, 则对任意固定的 $a$, 有 $\dps{\vlm{n}\int_0^a f(x)\sin nx\rd x =0}$; 若同时还有 $\ ...