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Crypto_func.py
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from random import randint
import math
from Crypto.Hash import keccak
def fast_modular(x,times,mod):#快速模幂运算
res = 1
tmp = x
while times != 0:
if times%2 == 1:
res = (res * tmp)%mod
times = times//2
tmp = (tmp*tmp)%mod
return res % mod
def isprime(n):#素性检测
if n == 1:
return 0
if n == 2:
return 1
m,k = n-1,0
while m %2 == 0:
a = randint(2,n-1)
x = fast_modular(a,m,n)
if x == 1 or x == n-1:
return 1
while k>1:
x = fast_modular(x,2,n)
if x == n-1 :
return 1
k = k-1
return 0
def chaos_maker(p, g, seed):
res = 0
x = seed
for _ in range(randint(0, 114514)):
x = pow(g, x, p)
for i in range(256):
x = pow(g, x, p)
if x < (p - 1) // 2:
res -= (1 << i) - 1
elif x > (p - 1) // 2:
res += (1 << i) + 1
else:
res ^= (1 << i + 1)
return res if res > 0 else -res
def keygen(p, g):
u, v = chaos_maker(p, g, randint(0, 1 << 64)), chaos_maker(p, g, randint(0, 1 << 64))
return next_prime(u**2+v**2),next_prime(2*u*v)
def randomnum(p,q,s,len):
numarray = ''
n = q*p
tmp = s*s%n
for i in range (len):
tmp = tmp*tmp % n
numarray += str(tmp%2)
return numarray
def next_prime(num):
while isprime(num) == 0:
num+=3
return num
def issafeprime(number):
q = int((number-1) / 2)
return isprime(q)
def getPrime(N):
number = randint(2 ** (N - 1), 2 ** N) #generate_random_odd
if number % 2 == 0 :
number = number +1
while (not isprime(number)): #if not prime: ++2
number = number + 2
return number
def getsafePrime(N):
number = randint(2 ** (N - 1), 2 ** N) #generate_random_odd
if number % 2 == 0 :
number = number +1
while (not isprime(number) or not issafeprime(number)): #if not prime: ++2
number = number + 2
return number
def keccak_256(data):
# 创建 Keccak 对象
keccak_hash = keccak.new(digest_bits=256)
# 更新数据
keccak_hash.update(data.encode('utf-8'))
# 获取结果
hash_result = keccak_hash.hexdigest()
return hash_result