POJ 1952

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POJ 1952

题意:给出一个串,找出最长递减子序列的长度跟数量,我以为很快做出来,结果我太低估题目跟高估自己了,一个晚上磨一题,好令自己失望,状态又不好,一脑子浆糊。

状态转移很简单,扫一遍就行了,去重很麻烦,我的思路是如果这个数字前面已经出现过了,那么把他的数据清0,再扫一遍,因为代码没有推倒重打,所以显得繁杂了。再接再厉!!

#include<iostream>#include<map>#include<vector>#include<string>#include<algorithm>#include<stdio.h>#include<cstring>#include<set>#include<cmath>using namespace std;#define N 5010map<int,int>maps;int s[N];int a[N];struct st{int len;int num;}dp[N];int main(){int i,j,k,l;int n;while( cin>> n){maps.clear();for(i = 1;i <= n;i++){cin>>s[i];a[i] = s[i];}sort(a + 1,a + n + 1);for(i = j = 1;i <= n;i++){if(maps[a[i]] == 0){maps[a[i]] = j;j++;}}for(i = 1;i < j;i++)dp[i].len = dp[i].num = 0;dp[maps[s[1]]].len = dp[maps[s[1]]].num = 1;int ans = 1,len = 1;for(i = 2;i <= n;i++){l =  maps[s[i]];if(len == dp[l].len){ans -= dp[l].num;}dp[l].len = dp[l].num = 0;for(k = l + 1;k < j;k++){if(dp[k].len >= dp[l].len){dp[l].len = dp[k].len + 1;dp[l].num = dp[k].num;}else if(dp[k].len == dp[l].len - 1 ){dp[l].num += dp[k].num;}}//cout<<dp[l].len<<' '<<dp[l].num<<' '<<len<<' '<<ans<<endl;if(len < dp[l].len ){len = dp[l].len;ans = dp[l].num;}else if(len == dp[l].len){ans += dp[l].num;}if(dp[l].num == 0){dp[l].len = dp[l].num = 1;if(len == 1)ans++;}}cout<<len<<' '<<ans<<endl;}return 0;}


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