我试图检查一个数字是否为素数,作为Diffie Hellman算法的一部分,如果它不是素数,则要求用户再次输入另一个数字而不退出程序。
这是我的代码:
def prime(p):
for i in range(2,p):
if (p % i) == 0:
return(False)
break
else:
return(True)
def primRoots(p):
roots = []
required_set = set(num for num in range (1, p))
for g in range(1, p):
actual_set = set(pow(g, powers) % p for powers in range (1, p))
if required_set == actual_set:
roots.append(g)
return roots
p=int(input("enter any prime no:"))
check=prime(p)
if(check==True):
primitive_roots = primRoots(p)
g=primitive_roots[0]
print(g)
x=int(input("Alice chooses value of X as:"))
y=int(input("Bob chooses value of y as:"))
r1=(g**x) % p
r2=(g**y) % p
print("value of r1 is",r1)
print("value of r2 is",r2)
a=x*y
k1=(r2**x) % p
print("k1 is",k1)
k2=(r1**y)% p
print("k2 is",k2)
k=(g**a)%p
print("shared key is",k)
else:
print("It is not a prime num,enter again")
prime(p)
user_input = int(input("Enter an integer ! "))
def prime(n):
isPrime = True
for num in range(2, int(n/2)):
if n % num == 0:
isPrime = False
return isPrime
while (prime(user_input)== False):
user_input = int(input("==> Your input is incorrect, please enter an other integer !"))
print("{} is prime ".format(user_input))