Description

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" alt=" " />
 

Input

aaarticlea/png;base64,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" alt=" " />

Output

aaarticlea/png;base64,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" alt=" " />
 

Sample Input

4
aa
abcd
ccc
abcc

Sample Output

5
10
14
12
 

Data Constraint

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" alt=" " />

字符串操作我们可以采用任何后缀的东西,包括后缀数组,后缀自动机,后缀树等等...

鉴于某蒟蒻只会后缀数组下面我们采用后缀数组的方法

本题要求出某字符子串在原串出现的次数,我们对原串求出height数组后,将height[i]值作为纵坐标,横坐标为i我们可以发现

矩形宽度即为某子串出现的次数,高度为该串的长度,每个单位高度的矩形就对答案贡献宽度的平方值,于是我们用单调栈来统计这矩形对答案的贡献,然后剩下的子串对答案都贡献1即可。

 #include <iostream>
#include <cstdio>
#include <cstring>
#include <string>
#include <algorithm>
#include <cmath>
#define N 100005
using namespace std;
long long t,n,sa[N],rank[N],tp[N],tax[N],h[N],len,a[N],top,id[N],sum,m,ans,oo[N];
char qwq[N];
void rsort(){
for (int i=;i<=m;i++) tax[i]=;
for (int i=;i<=len;i++) tax[rank[tp[i]]]++;
for (int i=;i<=m;i++) tax[i]+=tax[i-];
for (int i=len;i>=;i--) sa[tax[rank[tp[i]]]--]=tp[i];
}
bool comp(long long *f,int x,int y,int w){
return ((f[x]==f[y])&&(f[x+w]==f[y+w]));
}
void SS(){
for (int i=;i<=len;i++) rank[i]=a[i],tp[i]=i;
m=;rsort();
for (int i,p=,w=;p<len;w+=w,m=p){
for (p=,i=len-w+;i<=len;i++) tp[++p]=i;
for (i=;i<=len;i++) if (sa[i]>w) tp[++p]=sa[i]-w;
rsort();swap(tp,rank);rank[sa[]]=;p=;
for (i=;i<=len;i++) rank[sa[i]]=comp(tp,sa[i],sa[i-],w)?p:++p;
}
int j=,k=;
for (int i=;i<=len;oo[rank[i++]]=k)
for (k=k?k-:k,j=sa[rank[i]-];a[i+k]==a[j+k];k++);
}
void work(){
long long tmp=;
for (long long i=;i<=len;i++){
while ((h[id[top]]>=h[i])&&(top>)){
long long x=i-id[top-];
long long y=h[id[top]]-max(h[id[top-]],h[i]);
ans+=x*x*y;
sum+=x*y;
top--;
}
id[++top]=i;
}
ans+=(n-sum);
printf("%lld\n",ans);
}
void clear(){
memset(sa,,sizeof(sa));
memset(rank,,sizeof(rank));
memset(h,,sizeof(h));
memset(id,,sizeof(id));
memset(a,,sizeof(a));
top=;
ans=;
sum=;
len=;
n=;
}
int main(){
for (scanf("%lld",&t);t;t--){
scanf("%s",qwq);
n=strlen(qwq);
for (int i=;i<n;i++)
a[i+]=(long long)qwq[i]-(long long)'a'+;
len=n;
n=n*(n+)/;
SS();
for (int i=;i<=len;i++)
h[i]=oo[i+];
work();
clear();
}
return ;
}

神奇的代码

第一次打单调栈打到崩溃QAQ

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