crypto_computing/week7.py

84 lines
2.0 KiB
Python

from secrets import SystemRandom
from .week1 import BloodType, blood_cell_compatibility_lookup
random = SystemRandom()
def enc(m, pk):
S = 1000
c = m + sum(random.sample(pk, S))
return c
def dec(c, p):
m = (c % p) % 2
return m
class Alice:
def __init__(self, ra, rb, rs):
self.ra = ra
self.rb = rb
self.rs = rs
self.p = random.getrandbits(2000)
if self.p % 2 == 0:
self.p -= 1
n = 2000
big_ints = [random.getrandbits(10**7) for _ in range(n)]
small_ints = [random.getrandbits(60) for _ in range(n)]
self.pk = [self.p * big_ints[i] + 2 * small_ints[i] for i in range(n)]
def send(self):
cra = enc(self.ra, self.pk)
crb = enc(self.rb, self.pk)
crs = enc(self.rs, self.pk)
return self.pk, cra, crb, crs
def receive(self, result_cipher):
return dec(result_cipher, self.p)
class Bob:
def __init__(self, da, db, ds):
self.da = da
self.db = db
self.ds = ds
self.result_cipher = None
def receive(self, pk, cra, crb, crs):
cda = enc(self.da, pk)
cdb = enc(self.db, pk)
cds = enc(self.ds, pk)
self.result_cipher = (1 + (cda * (1 + cra))) * (1 + (cdb * (1 + crb))) * (1 + (cds * (1 + crs)))
def send(self):
return self.result_cipher
def run(da, db, ds, ra, rb, rs):
alice = Alice(ra, rb, rs)
bob = Bob(da, db, ds)
bob.receive(*alice.send())
z = alice.receive(bob.send())
return z
def main():
green = 0
red = 0
for i, recipient in enumerate(BloodType):
for j, donor in enumerate(BloodType):
z = run(*donor.value, *recipient.value)
lookup = blood_cell_compatibility_lookup(recipient, donor)
if lookup == z:
green += 1
else:
print(f"'{BloodType(donor).name} -> {BloodType(recipient).name}' should be {lookup}.")
red += 1
print("Green:", green)
print("Red :", red)