spdz.sage 2.1 KB

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  1. load('beaver.sage')
  2. from random import randint
  3. p = 10
  4. party0_val = 3
  5. party1_val = 22
  6. public_scalar = 2
  7. # additive share distribution, and communication of private values
  8. party0_random = randint(0,p)
  9. alpha1 = AuthenticatedShare(party0_random)
  10. alpha2 = AuthenticatedShare(party0_val - party0_random)
  11. assert (alpha1.authenticated_open(alpha2) == party0_val)
  12. party1_random = randint(0,p)
  13. beta1 = AuthenticatedShare(party1_random)
  14. beta2 = AuthenticatedShare(party1_val - party1_random)
  15. assert (beta1.authenticated_open(beta2) == party1_val)
  16. # mul_scalar by public scalar
  17. mul_left_share = alpha1.mul_scalar(public_scalar)
  18. mul_right_share = alpha2.mul_scalar(public_scalar)
  19. assert (mul_left_share.authenticated_open(mul_right_share) == (public_scalar * party0_val))
  20. # sub_scalar by public scalar
  21. sub_left_share = alpha1.sub_scalar(public_scalar, 0)
  22. sub_right_share = alpha2.sub_scalar(public_scalar, 1)
  23. assert (sub_left_share.authenticated_open(sub_right_share) == (party0_val - public_scalar))
  24. # add_scalar by public scalar
  25. add_left_share = alpha1.add_scalar(public_scalar, 0)
  26. add_right_share = alpha2.add_scalar(public_scalar, 1)
  27. assert (add_left_share.authenticated_open(add_right_share) == (public_scalar + party0_val))
  28. # add authenticated shares
  29. add_party0_share = alpha1 + beta2
  30. add_party1_share = alpha2 + beta1
  31. lhs = add_party0_share.authenticated_open(add_party1_share)
  32. assert (lhs == (party0_val + party1_val))
  33. # sub authenticated shares
  34. sub_party0_share = alpha1 - beta2
  35. sub_party1_share = alpha2 - beta1
  36. lhs = sub_party0_share.authenticated_open(sub_party1_share)
  37. assert (lhs == (party0_val - party1_val))
  38. # mul authenticated shares
  39. mul_res = party0_val * party1_val
  40. s = Source(p)
  41. alpha1beta1_share = MultiplicationAuthenticatedShares(alpha1, beta1, s.triplet(0), 0)
  42. alpha2beta2_share = MultiplicationAuthenticatedShares(alpha2, beta2, s.triplet(1), 1)
  43. lhs_share = alpha1beta1_share*alpha2beta2_share
  44. rhs_share = alpha2beta2_share*alpha1beta1_share
  45. lhs = lhs_share.authenticated_open(rhs_share)
  46. assert (lhs == (party0_val * party1_val)), 'lhs: {}, rhs: {}'.format(lhs, party0_val * party1_val)