#include<bitset> #include<algorithm> #include<iostream> #include<string> #include<deque> #include<cstdio> using namespace std; class int128; void shift(int128 & in,deque<bool> & de); template<size_t N> bool operator<(bitset<N> const& b1,bitset<N> const& b2) { int i=N; while( i-- && b1[i]==b2[i] ) { } return ((-1 == i) ? false : (b1[i]<b2[i])); } class int128 { bitset<128> number; public: explicit int128(string str):number(str){} int128(bitset<128>const& b):number(b){} int128(int a = 0 , int b = 0 , int c = 0 , int d = 0) { bitset<32> b1(a),b2(b),b3(c),b4(d); int i, k = 128; for(i = 32 ; i ; number[--k] = b1[--i]) { } for(i = 32 ; i ; number[--k] = b2[--i]) { } for(i = 32 ; i ; number[--k] = b3[--i]) { } for(i = 32 ; i ; number[--k] = b4[--i]) { } } bool operator[](size_t i)const { return number[i]; } bitset<128>::reference operator[](size_t i) { return number[i]; } friend bool operator<(int128 const& i1,int128 const& i2) { return i1.number < i2.number; } friend int128 operator+(int128 const& i1,int128 const& i2) { if(i1 == 0) return i2; if(i2 == 0) return i1; int128 result; bitset<2> sum; for(int i = 0 ; i < 128 ; ++i) { sum=i1[i]+i2[i]+sum.to_ulong(); result[i]=sum[0]; sum>>=1; } return result; } friend int128 operator-(int128 const& i1,int128 const& i2) { if(i2==0) return i1; int128 result=i1; for(int i = 0 ; i < 128 ; ++i) { if(i2[i] == 0) {} else { if(result[i] == 1) result[i] = 0; else { int k = i; while(k < 128 && result[k] == 0) { result[k] = 1; ++k; } if(k != 128) result[k] = 0; } } } return result; } friend int128 operator*(int128 const& i1,int128 const& i2) { if(i1==0 || i2==0) return int128(); if(i1==1) return i2; if(i2==1) return i1; int128 acc=int128(); for(int i=0;i<128;++i) { if(i2[i]==1) { acc=acc+(i1<<i); } } return acc; } friend int128 operator/(int128 const& i1,int128 const& i2) { if(i1 < i2) return int128(); deque<bool> de; bool flag = 0; for(int i = 127 ; i >= 0 ; --i) { if(flag == 0 && i1[i] == 0) {} else { flag = 1; de.push_back(i1[i]); } } int128 div = int128(); int128 result = int128(); while(!de.empty()) { shift(div,de); if(div < i2) { result = result<<1; } else { result = (result<<1) + int128(0,0,0,1); div = div - i2; } } return result; } friend int128 operator%(int128 const& i1,int128 const& i2) { if(i1 < i2) return i1; deque<bool> de; bool flag = 0; for(int i = 127 ; i >= 0 ; --i) { if(flag == 0 && i1[i] == 0) {} else { flag = 1; de.push_back(i1[i]); } } int128 div = int128(); int128 result = int128(); while(!de.empty()) { shift(div,de); if(div < i2) { result = result<<1; } else { result = (result<<1) + int128(0,0,0,1); div = div - i2; } } return div; } friend bool operator==(int128 const& i,int const k) { bitset<32> bb(k); for(int g = 0 ; g < 32 ; ++g) { if(i[g] != bb[g]) return 0; } return 1; } void operator=(bitset<128>const& b) { number = b; } friend ostream& operator<<(ostream& o,int128 const& i) { o<<i.number; return o; } int128 operator<<(size_t step)const { return int128(number<<step); } unsigned long to_ulong()const { return *((unsigned long*)&number); } public: bool ToDecimalStr(std::string &str) { str.clear(); char buf[128] = {0}; int128 Radix(0, 0, 0, 10); for(int128 num = number; !(num == 0); num = num/Radix) { if( sprintf(buf, "%d", ((int)(num%Radix).to_ulong())) < 0 ) { return false; } str = buf + str; } return true; } static void Print(int128 & data, bool bEndl = true) { string str; if( data.ToDecimalStr(str) ) { printf("%s%s", str.c_str(), (bEndl?"\n":"")); } } }; static int128 const one = int128(0,0,0,1); template<size_t N> void add_one(bitset<N>& b) { int i = 0; while(i < N && b[i] == 1) { b[i] = 0; ++i; } if(i == N) return; b[i] = 1; } void add_one(int128& k) { int i = 0; while(i < 128 && k[i] == 1) { k[i] = 0; ++i; } if(i == 128) return; k[i] = 1; } void shift(int128 & in,deque<bool> & de) { if(de.front()==1) { de.pop_front(); in=(in<<1)+one; } else { de.pop_front(); in=in<<1; } } bool IsPrime(int128 const& number) { for(int128 i = int128(0,0,0,2) ; i < number ; add_one(i)) { if(number%i == 0) return 0; } return 1; }
这个是某dalao写的int128类,可能不是那么好用,暂存,回家搞一点事情。
原文地址:https://www.cnblogs.com/TheRoadToAu/p/8414622.html
时间: 2024-11-17 22:43:34