hdu 2138 How many prime numbers_Miller-Rabin算法模板
2014-04-23 14:57
337 查看
题目链接
题意:给你n个数,判读有几个素数
思路:求一个很大的数是不是素数,要用Miller-Rabin算法
题意:给你n个数,判读有几个素数
思路:求一个很大的数是不是素数,要用Miller-Rabin算法
#include <iostream> #include<cstdio> #include<cmath> using namespace std; #define int64 long long int64 qpow(int64 a,int64 b,int64 M){ int64 ans=1; while(b){ if(b&1)ans*=a,ans%=M; a*=a; a%=M; b>>=1; } return ans; } bool MillerRabinTest(int64 x,int64 n){ int64 y=n-1; while(!(y&1))y>>=1; x=qpow(x,y,n); while(y<n-1&&x!=1&&x!=n-1) x=(x*x)%n,y<<=(int64)1; return x==n-1||y&1==1; } bool isprime32(int64 n){ if(n==2||n==7||n==61)return 1; if(n==1||(n&1)==0)return 0; return MillerRabinTest(2,n)&&MillerRabinTest(7,n)&&MillerRabinTest(61,n); } int main(int argc, char** argv) { int n,sum,i; int64 a; while(scanf("%d",&n)!=EOF){ sum=0; for(i=0;i<n;i++){ scanf("%lld",&a); if(isprime32(a)) sum++; } printf("%d\n",sum); } return 0; }
相关文章推荐
- HDU 2138 How many prime numbers(Miller_Rabin法判断素数 【*模板】 用到了快速幂算法 )
- hdu 2138 How many prime numbers(miller_rabin?)
- hdu 2138 How many prime numbers(miller_rabin?)
- hdu 2138——How many prime numbers
- HDU-2138 How many prime numbers
- HDU - 2138 How many prime numbers
- HDU 2138 How many prime numbers
- HDU 2138 How many prime numbers(大数字素数判定)
- HDU 2138 How many prime numbers
- HDU-2138-How many prime numbers(米勒拉宾素数测试)
- HDOJ(HDU) 2138 How many prime numbers(素数-快速筛选没用上、)
- HDu 2138 How many prime numbers 高效Miller素数测试
- HDU 2138 How many prime numbers
- 【HDU】2138 How many prime numbers
- HDOJ(HDU) 2138 How many prime numbers(素数-快速筛选没用上、)
- How many prime numbers HDU - 2138(素数判定)
- hdu 2138 How many prime numbers
- hdu 2138 How many prime numbers
- HDU 2138 How many prime numbers
- HDU 2138:How many prime numbers 【水】