4738. 神在夏至祭降下了神谕

Time Limits: 1000 ms  Memory Limits: 262144 KB  Detailed Limits  

Goto ProblemSet

Description

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" 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" 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Output

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" 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Sample Input

4 1
0 0 1 1

Sample Output

5
 

Data Constraint

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" alt="" border="0" hspace="0" vspace="0" />
 
做法: 设 d[i,j]表示第 i 个数到第 j 个数中 0 的个数减去 1 的个数。 设 f[i]表示第 1~i 个数分段的方案数。 则 f[i] = sigma(f[j]),|d[j+1,i]|≤K。 时间复杂度 O(N^2)。 考虑以下 i 个数: d[1,i] d[2,i] d[3,i] …… d[i,i] 我们发现,当 i 变成 i+1 时,这 i 个数要么一起+1,要么一起-1,而对于 i,要查询的 j 也就 是所有 d 的值在[-K,K]中的 f[j]。 所以可以考虑运动的相对性:把这 i 个数+1,看成查询区间向左移动一个单位,而-1 看成查询 区间向右移动一个单位。每当算出一个 f[i],就将 f[i]的值加进当前查询区间的中点即可。 可以使用线段树维护。 时间复杂度 O(N log N)
 
代码如下:

 #include <cstdio>
#include <cstring>
#include <iostream>
#define mo 1000000007
#define LL long long
#define N 2000007
#define rep(i,a,b) for(int i=a;i<=b;i++)
using namespace std;
LL t[N],f[N/],sum;
int n,k,b[N/]; void Update(int p,int l,int r,int ain,int x){
if(l==r){
t[p]=(t[p]+x)%mo;
return;
}
int mid=(l+r)>>;
if(mid>=ain) Update(p<<,l,mid,ain,x);
else Update(p<<|,mid+,r,ain,x);
t[p]=(t[p<<]+t[p<<|])%mo;
return;
} void Find(int p,int l,int r,int L,int R){
if(l==L&&r==R){
sum=(sum+t[p])%mo;
return;
}
int mid=(l+r)>>;
if(mid>=R) Find(p<<,l,mid,L,R);
else if(mid<L) Find(p<<|,mid+,r,L,R);
else{
Find(p<<,l,mid,L,mid);
Find(p<<|,mid+,r,mid+,R);
}
return;
} void Init(){
scanf("%d%d",&n,&k);
rep(i,,n){
int x;
scanf("%d",&x);
if(x) b[i]=b[i-]+; else b[i]=b[i-]-;
}
f[]=;
Update(,,*n,n,);
} void Work(){
rep(i,,n){
int site=b[i]+n;
sum=;
Find(,,*n,max(,site-k),min(*n,site+k));
f[i]=sum;
Update(,,*n,site,f[i]);
}
printf("%lld", f[n]);
} int main(){
Init();
Work();
}

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