FFT(快速傅里叶变换):HDU 5307 He is Flying

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" alt="" />

  有必要吐槽一下此题的英文水平。
  FFT强撸,没有什么难点。
 #include <iostream>
#include <cstring>
#include <cstdio>
#include <cmath>
using namespace std;
const long double PI=acos(-1.0);
const int maxn=;
struct complex{
long double r,i;
complex(long double r_=0.0,long double i_=0.0){
r=r_;i=i_;
}
complex operator +(complex &a){
return complex(r+a.r,i+a.i);
}
complex operator -(complex &a){
return complex(r-a.r,i-a.i);
}
complex operator *(complex &a){
return complex(r*a.r-i*a.i,r*a.i+i*a.r);
}
}A[maxn],B[maxn],C[maxn],D[maxn]; void Rader(complex *a,int len){
for(int i=,j=len>>;i<len-;i++){
if(i<j)swap(a[i],a[j]);
int k=len>>;
while(j>=k){
j-=k;
k>>=;
}
j+=k;
}
} void FFT(complex *a,int len,int on){
Rader(a,len);
for(int h=;h<=len;h<<=){
complex wn(cos(-on*PI*/h),sin(-on*PI*/h));
for(int j=;j<len;j+=h){
complex w(1.0,);
for(int k=j;k<j+(h>>);k++){
complex x=a[k];
complex y=a[k+(h>>)]*w;
a[k]=x+y;
a[k+(h>>)]=x-y;
w=w*wn;
}
}
}
if(on==-)
for(int i=;i<len;i++)
a[i].r/=len;
} int d[maxn];
int main(){
#ifndef ONLINE_JUDGE
//freopen();
//freopen();
#endif
int T,n,len;
long long tot,zero;
scanf("%d",&T);
while(T--){
scanf("%d",&n);
tot=zero=;
for(int i=;i<=n;i++){
scanf("%d",&d[i]);
if(d[i]==){
tot+=;
zero+=tot*(tot+)>>;
}
else tot=;
d[i]+=d[i-];
}
len=;
while(len<=*d[n])len<<=;
memset(A,,sizeof(A));
memset(B,,sizeof(B));
memset(C,,sizeof(C));
memset(D,,sizeof(D));
for(int i=;i<=n;i++){
A[d[i]].r+=1.0;
B[d[n]-d[i]].r+=i;
C[d[i]].r+=i;
D[d[n]-d[i]].r+=1.0;
}
FFT(A,len,);FFT(B,len,);
for(int i=;i<len;i++)
A[i]=A[i]*B[i];
FFT(A,len,-);
FFT(C,len,);FFT(D,len,);
for(int i=;i<len;i++)
C[i]=C[i]*D[i];
FFT(C,len,-);
printf("%lld\n",zero);
for(int i=d[n]-;i>=;i--)
printf("%lld\n",(long long)(A[i].r-C[i].r+0.5));
}
return ;
}

  总之就是过了。额。

 
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