刷题5. Longest Palindromic Substring
一、题目说明
Longest Palindromic Substring,求字符串中的最长的回文。
Difficuty是Medium
二、我的实现
经过前面4个题目,我对边界考虑越来越“完善”了。
总共提交了5次:
第1、2次:Wrong Answer
主要是"cbbd"错误了,重复的判断逻辑上出了点小问题
第3、4次: Time Limit Exceeded
我本地代码运行没问题的,但是提交后,报错。给了一个超长的用例:
321012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210123210012321001232100123210123
我本地运行是no problem,但是提交后不行。
我继续优化代码,第5次提交终于对了。本次提交代码性能如下:
Runtime: 488 ms, faster than 5.81% of C++ online submissions for Longest Palindromic Substring.
Memory Usage: 8.7 MB, less than 91.03% of C++ online submissions for Longest Palindromic Substring.
完整代码如下
#include<iostream>
#include<string>
using namespace std;
class Solution{
public:
string longestPalindrome(string s){
int maxLength=1;
string maxStr = s.substr(0,1);
int len = s.length();
if(len<=1){
return s;
}else{
int i = 0;
while(i<len){
int j = len-1;
while(j>i){
int t=i,k=j;
while(t<k && s[t]==s[k]){
t++;
k--;
}
if(t==k || t==k+1 && s[t]==s[k]){
if(j-i+1>maxLength){
maxLength = j-i+1;
maxStr = s.substr(i,j-i+1);
}
break;
}
j--;
}
i++;
}
}
return maxStr;
}
};
int main(){
Solution s;
cout<<s.longestPalindrome("ac")<<endl;
cout<<s.longestPalindrome("babad")<<endl;
cout<<s.longestPalindrome("cbbd")<<endl;
cout<<s.longestPalindrome("321012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210012321001232100123210123210012321001232100123210123");
return 0;
}
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