s1 = s1, s0 - quotient * s1 return r0, s0a = int(input("请输入a的值："))N = int(input("请输入N的值："))gcd, inverse = euclid_algorithm(a, N)if gcd == 1: inverse %= N print(f"({a}, {N}) = 1") print(f"{a}在{N}中
Python Code: # Define a function 'gcd' to calculate the greatest common divisor (GCD) of two positive integers.defgcd(p,q):# Use Euclid's algorithm to find the GCD.whileq!=0:p,q=q,p%qreturnp# Define a function 'is_coprime' to check if two numbers are coprime (GCD is 1).defi...
Python Euclid Testnet Bot goboteuclidtestnetairdrop UpdatedMay 14, 2025 Star1 cppeuclidhcfcoprime UpdatedJun 23, 2021 C++ An edition of Euclid's Elements built on web standards. webeuclidelements UpdatedJun 8, 2023 HTML GCD/HCF in two Algorithms; (a) Trial and Error Algorithm (b) Euclid'...
In Euclid's algorithm, we start with two numbersXandY. If Y is zero then the greatest common divisor of both will be X, but if Y is not zero then we assign theYtoXandYbecomesX%Y. Once again we check if Y is zero, if yes then we have our greatest common divisor or GCD otherwise ...