diff --git a/.gitignore b/.gitignore index f2aa3e6..6e41586 100644 --- a/.gitignore +++ b/.gitignore @@ -14,4 +14,7 @@ Cargo.lock *.pdb # KZG PARAMS -params \ No newline at end of file +params + +# Python virtual environment +.venv/ \ No newline at end of file diff --git a/README.md b/README.md index 348b00b..876ad9e 100644 --- a/README.md +++ b/README.md @@ -16,14 +16,23 @@ python3 scripts/circuit_sk.py -n 4096 -qis '[ ]' -t 65537 ``` +To generate the parameters for the public key proof of encryption circuit run the following command: + +```bash +python3 scripts/circuit_pk.py -n 4096 -qis '[ + 27424203952895201, + 27424203952895203 +]' -t 65537 +``` + Where `-n` is the degree of the cyclotomic polynomial that defines the ring, `-qis` is the list of moduli qis such that qis[i] is the modulus of the i-th CRT basis of the modulus q of the ciphertext space, `-t` is the plaintext modulus. The value of `𝜎` for the gaussian distribution is set to 3.2 by default. You can modify these parameters to fit your needs. Note that the python script used to generate the inputs is largely unoptimized and can take a while to run for parameters with large `n`, since the polynomial multiplication is not done using NTT. As a result: -- A file `./src/data/sk_enc_{n}_{qis_len}x{qis_bitsize}_{t}.json` is generated including the input to the circuit that can be used for testing for those specific parameters. It includes a random secret key, a random plaintext message and the corresponding ciphertext encrypted under the secret key. -- A file `./src/data/sk_enc_{n}_{qis_len}x{qis_bitsize}_{t}_zeroes.json` is generated. In this file all the coefficients of the input polynomials are set to zero. This input is used at key generation time, when the actual inputs are not known. -- A file `./src/constants/sk_enc_constants_{n}_{qis_len}x{qis_bitsize}_{t}.rs` is generated including the generic constants for the circuit. Note that we separate them from the input because these should be known at compile time. +- A file `./src/data/{p|s}k_enc_{n}_{qis_len}x{qis_bitsize}_{t}.json` is generated including the input to the circuit that can be used for testing for those specific parameters. It includes a random secret key, a random plaintext message and the corresponding ciphertext encrypted under the secret key. +- A file `./src/data/{p|s}k_enc_{n}_{qis_len}x{qis_bitsize}_{t}_zeroes.json` is generated. In this file all the coefficients of the input polynomials are set to zero. This input is used at key generation time, when the actual inputs are not known. +- A file `./src/constants/{p|s}k_enc_constants_{n}_{qis_len}x{qis_bitsize}_{t}.rs` is generated including the generic constants for the circuit. Note that we separate them from the input because these should be known at compile time. On top of that, the console will print an estimatation of the number of advice cells needed to compile the circuit in halo2 considering a single advice column and a lookup table of size 2^8. Spoiler: around 90% of the constraints are generated by the range checks on the polynomial coefficients. diff --git a/scripts/circuit_pk.py b/scripts/circuit_pk.py index fa101f0..b3aba16 100644 --- a/scripts/circuit_pk.py +++ b/scripts/circuit_pk.py @@ -1,12 +1,11 @@ import os from bfv.crt import CRTModuli from bfv.bfv import BFVCrt -import numpy as np from bfv.discrete_gauss import DiscreteGaussian from bfv.polynomial import Polynomial, poly_div from random import randint import copy -from utils import assign_to_circuit, count_advice_cells_needed_for_poly_range_check, print_advice_cells_info +from utils import assign_to_circuit import argparse import json @@ -23,25 +22,6 @@ def main(args): qis = json.loads(qis) t = args.t - t = 65537 - n = 1024 - - qis = [1152921504606584833, - 1152921504598720513, - 1152921504597016577, - 1152921504595968001, - 1152921504595640321, - 1152921504593412097, - 1152921504592822273, - 1152921504592429057, - 1152921504589938689, - 1152921504586530817, - 1152921504585547777, - 1152921504583647233, - 1152921504581877761, - 1152921504581419009, - 1152921504580894721] - crt_moduli = CRTModuli(qis) sigma = 3.2 discrete_gaussian = DiscreteGaussian(sigma) @@ -64,8 +44,6 @@ def main(args): e1 = bfv_crt.bfv_q.rlwe.SampleFromErrorDistribution() u = bfv_crt.bfv_q.rlwe.SampleFromTernaryDistribution() - - ciphertext = bfv_crt.PubKeyEncrypt(pub_key,m,e0,e1,u) # Sanity check for valid decryption @@ -140,7 +118,7 @@ def main(args): # k0i = -t^{-1} namely the multiplicative inverse of t modulo qi k0i = pow(-t, -1, qis[i]) - #ct0i_hat = pk0 *u + e0 + k0*k1 + # ct0i_hat = pk0 *u + e0 + k0*k1 pk0 = Polynomial(pk_array[i]) pk1 = Polynomial(pk1_array[i]) @@ -265,12 +243,6 @@ def main(args): # `p2_bounds` are the bounds for the coefficients of p2i for each CRT basis p2_bounds = [] - # initiate counters for the number of advice cells needed for each constraint phase - phase_0_assignment_advice_cell_count = 0 - phase_1_range_check_advice_cell_count = 0 - phase_1_eval_at_gamma_constraint_advice_cell_count = 0 - phase_1_encryption_constraint_advice_cell_count = 0 - ''' CIRCUIT - PHASE 0 - ASSIGNMENT ''' @@ -282,8 +254,6 @@ def main(args): for i,pk0i in enumerate(pk0is): pk0i_assigned.append(assign_to_circuit(pk0i,p)) pk1i_assigned.append(assign_to_circuit(pk1is[i],p)) - phase_0_assignment_advice_cell_count += len(pk1i_assigned[i].coefficients) - phase_0_assignment_advice_cell_count += len(pk0i_assigned[i].coefficients) e0_assigned = assign_to_circuit(e0, p) @@ -291,11 +261,6 @@ def main(args): k1_assigned = assign_to_circuit(k1, p) u_assigned = assign_to_circuit(u,p) - phase_0_assignment_advice_cell_count += len(e0_assigned.coefficients) - phase_0_assignment_advice_cell_count += len(e1_assigned.coefficients) - phase_0_assignment_advice_cell_count += len(u_assigned.coefficients) - phase_0_assignment_advice_cell_count += len(k1_assigned.coefficients) - r1is_assigned = [] r2is_assigned = [] p1is_assigned = [] @@ -317,13 +282,6 @@ def main(args): ct0is_assigned.append(ct0_assigned) ct1is_assigned.append(ct1_assigned) - phase_0_assignment_advice_cell_count += len(r1i_assigned.coefficients) - phase_0_assignment_advice_cell_count += len(r2i_assigned.coefficients) - phase_0_assignment_advice_cell_count += len(p1i_assigned.coefficients) - phase_0_assignment_advice_cell_count += len(p2i_assigned.coefficients) - phase_0_assignment_advice_cell_count += len(ct0_assigned.coefficients) - phase_0_assignment_advice_cell_count += len(ct1_assigned.coefficients) - # For the sake of simplicity, we generate a random challenge here @@ -367,8 +325,6 @@ def main(args): e0_shifted = Polynomial([(coeff + b) % p for coeff in e0_assigned.coefficients]) assert all(coeff >= 0 and coeff <= 2*b for coeff in e0_shifted.coefficients) - phase_1_range_check_advice_cell_count += count_advice_cells_needed_for_poly_range_check(e0_assigned, 2*b + 1, lookup_bits) - # constraint. The coefficients of e1 should be in the range [-B, B] where B is the upper bound of the discrete Gaussian distribution assert all(coeff >= -b and coeff <= b for coeff in e1.coefficients) # After the circuit assignement, the coefficients of e1_assigned must be in [0, B] or [p - B, p - 1] @@ -377,9 +333,6 @@ def main(args): e1_shifted = Polynomial([(coeff + b) % p for coeff in e1_assigned.coefficients]) assert all(coeff >= 0 and coeff <= 2*b for coeff in e1_shifted.coefficients) - phase_1_range_check_advice_cell_count += count_advice_cells_needed_for_poly_range_check(e1_assigned, 2*b + 1, lookup_bits) - - u_bound = 1 # constraint. The coefficients of s should be in the range [-1, 0, 1] assert all(coeff >= -u_bound and coeff <= u_bound for coeff in s.coefficients) @@ -388,7 +341,6 @@ def main(args): # To perform a range check with a smaller lookup table, we shift the coefficients of u_assigned to be in [0, 1, 2] (the shift operation is constrained inside the circuit) u_shifted = Polynomial([(coeff + 1) % p for coeff in u_assigned.coefficients]) assert all(coeff >= 0 and coeff <= 2*u_bound for coeff in u_shifted.coefficients) - phase_1_range_check_advice_cell_count += count_advice_cells_needed_for_poly_range_check(u_assigned, 2*u_bound + 1, lookup_bits) # constraint. The coefficients of k1 should be in the range [-(t-1)/2, (t-1)/2] k1_bound = int((t - 1) / 2) @@ -398,23 +350,14 @@ def main(args): # To perform a range check with a smaller lookup table, we shift the coefficients of k1_assigned to be in [0, 2*k1_bound] (the shift operation is constrained inside the circuit) k1_shifted = Polynomial([(coeff + int(k1_bound)) % p for coeff in k1_assigned.coefficients]) assert all(coeff >= 0 and coeff <= 2*k1_bound for coeff in k1_shifted.coefficients) - - phase_1_range_check_advice_cell_count += count_advice_cells_needed_for_poly_range_check(k1_assigned, 2*k1_bound + 1, lookup_bits) - e0_at_gamma_assigned = e0_assigned.evaluate(gamma) - phase_1_eval_at_gamma_constraint_advice_cell_count += len(e0_assigned.coefficients) * 2 - 1 e1_at_gamma_assigned = e1_assigned.evaluate(gamma) - phase_1_eval_at_gamma_constraint_advice_cell_count += len(e1_assigned.coefficients) * 2 - 1 - k1_at_gamma_assigned = k1_assigned.evaluate(gamma) - phase_1_eval_at_gamma_constraint_advice_cell_count += len(k1_assigned.coefficients) * 2 - 1 u_at_gamma_assigned = u_assigned.evaluate(gamma) - phase_1_eval_at_gamma_constraint_advice_cell_count += len(u_assigned.coefficients) * 2 - 1 - pk_bound = [] @@ -461,10 +404,6 @@ def main(args): pk1i_shifted = Polynomial([(coeff + int(pk0_bound)) % p for coeff in pk1i_assigned[i].coefficients]) assert all(coeff >= 0 and coeff <= 2*pk0_bound for coeff in pk1i_shifted.coefficients) - - phase_1_range_check_advice_cell_count += count_advice_cells_needed_for_poly_range_check(pk0i_assigned[i], 2*pk0_bound + 1, lookup_bits) - phase_1_range_check_advice_cell_count += count_advice_cells_needed_for_poly_range_check(pk1i_assigned[i], 2*pk0_bound + 1, lookup_bits) - #sanity check . the coefficient of pk0is[i] * u should be in range [(-n*(qis-1)/2),(n*(qis-1)/2)] bound = int((qis[i] - 1) /2 ) * n res = pk0is[i] * u @@ -490,8 +429,6 @@ def main(args): r2i_shifted = Polynomial([(coeff + int(r2i_bound)) % p for coeff in r2is_assigned[i].coefficients]) assert all(coeff >= 0 and coeff <= 2*r2i_bound for coeff in r2i_shifted.coefficients) - phase_1_range_check_advice_cell_count += count_advice_cells_needed_for_poly_range_check(r2is_assigned[i], 2*r2i_bound + 1, lookup_bits) - # constraint. The coefficients of (ct0i - ct0i_hat - r2i * cyclo) / qi = r1i should be in the range $[\frac{- ((N+2) \cdot \frac{q_i - 1}{2} + B +\frac{t - 1}{2} \cdot |K_{0,i}|)}{q_i}, \frac{(N+2) \cdot \frac{q_i - 1}{2} + B + \frac{t - 1}{2} \cdot |K_{0,i}|}{q_i}]$ r1i_bound = (int((qis[i] - 1) / 2) * (n + 2) + b + int((t - 1) / 2) * abs(k0is[i])) / qis[i] # round bound to the nearest integer @@ -504,36 +441,28 @@ def main(args): r1i_shifted = Polynomial([(coeff + int(r1i_bound)) % p for coeff in r1is_assigned[i].coefficients]) assert all(coeff >= 0 and coeff <= 2*r1i_bound for coeff in r1i_shifted.coefficients) - phase_1_range_check_advice_cell_count += count_advice_cells_needed_for_poly_range_check(r1is_assigned[i], 2*r1i_bound + 1, lookup_bits) - - - # constraint the coefficients of p2 should be in the range [-(qi-1)/2, (qi-1)/2] + # constraint. The coefficients of p2i should be in the range [-(qi-1)/2, (qi-1)/2] p2i_bound = int((qis[i] - 1) / 2) p2_bounds.append(p2i_bound) assert all(coeff >= -p2i_bound and coeff <= p2i_bound for coeff in p2is[i].coefficients) - # After the circuit assignement, the coefficients of r2i_assigned must be in [0, p2i_bound] or [p - p2i_bound, p - 1] + # After the circuit assignement, the coefficients of p2i_assigned must be in [0, p2i_bound] or [p - p2i_bound, p - 1] assert all(coeff in range(0, int(p2i_bound) + 1) or coeff in range(p - int(p2i_bound), p) for coeff in p2is_assigned[i].coefficients) - # To perform a range check with a smaller lookup table, we shift the coefficients of r2i_assigned to be in [0, 2*p2i_bound] (the shift operation is constrained inside the circuit) + # To perform a range check with a smaller lookup table, we shift the coefficients of p2i_assigned to be in [0, 2*p2i_bound] (the shift operation is constrained inside the circuit) p2i_shifted = Polynomial([(coeff + int(p2i_bound)) % p for coeff in p2is_assigned[i].coefficients]) assert all(coeff >= 0 and coeff <= 2*p2i_bound for coeff in p2i_shifted.coefficients) - phase_1_range_check_advice_cell_count += count_advice_cells_needed_for_poly_range_check(p2is_assigned[i], 2*p2i_bound + 1, lookup_bits) - - # constraint. The coefficients of (ct0i - ct0i_hat - p2i * cyclo) / qi = r1i should be in the range $[\frac{- ((N+2) \cdot \frac{q_i - 1}{2} + B +\frac{t - 1}{2} \cdot |K_{0,i}|)}{q_i}, \frac{(N+2) \cdot \frac{q_i - 1}{2} + B + \frac{t - 1}{2} \cdot |K_{0,i}|}{q_i}]$ + # constraint. The coefficients of (ct1i - ct1i_hat - p2i * cyclo) / qi = p1i should be in the range $[\frac{- ((N+2) \cdot \frac{q_i - 1}{2} + B)}{q_i}, \frac{(N+2) \cdot \frac{q_i - 1}{2} + B}{q_i}]$ p1i_bound = (int((qis[i] - 1) / 2) * (n + 2) + b ) / qis[i] # round bound to the nearest integer p1i_bound = int(p1i_bound) p1_bounds.append(p1i_bound) assert all(coeff >= -p1i_bound and coeff <= p1i_bound for coeff in p1is[i].coefficients) - # After the circuit assignement, the coefficients of r1i_assigned must be in [0, p1i_bound] or [p - p1i_bound, p - 1] + # After the circuit assignement, the coefficients of p1i_assigned must be in [0, p1i_bound] or [p - p1i_bound, p - 1] assert all(coeff in range(0, int(p1i_bound) + 1) or coeff in range(p - int(p1i_bound), p) for coeff in p1is_assigned[i].coefficients) - # To perform a range check with a smaller lookup table, we shift the coefficients of r1i_assigned to be in [0, 2*p1i_bound] (the shift operation is constrained inside the circuit) + # To perform a range check with a smaller lookup table, we shift the coefficients of p1i_assigned to be in [0, 2*p1i_bound] (the shift operation is constrained inside the circuit) p1i_shifted = Polynomial([(coeff + int(p1i_bound)) % p for coeff in p1is_assigned[i].coefficients]) assert all(coeff >= 0 and coeff <= 2*p1i_bound for coeff in p1i_shifted.coefficients) - phase_1_range_check_advice_cell_count += count_advice_cells_needed_for_poly_range_check(p1is_assigned[i], 2*p1i_bound + 1, lookup_bits) - - # sanity check. The coefficients of r2i * cyclo should be in the range [-(qi-1)/2, (qi-1)/2] bound = int((qis[i] - 1) / 2) res = r2is[i] * cyclo @@ -579,18 +508,12 @@ def main(args): r1i_gamma_assigned = r1is_assigned[i].evaluate(gamma) r2i_gamma_assigned = r2is_assigned[i].evaluate(gamma) - phase_1_eval_at_gamma_constraint_advice_cell_count += len(r1is_assigned[i].coefficients) * 2 - 1 - phase_1_eval_at_gamma_constraint_advice_cell_count += len(r2is_assigned[i].coefficients) * 2 - 1 - pk0i_at_gamma = pk0is[i].evaluate(gamma) pk0i_at_gamma_assigned = assign_to_circuit(Polynomial([pk0i_at_gamma]),p).coefficients[0] p1i_gamma_assigned = p1is_assigned[i].evaluate(gamma) p2i_gamma_assigned = p2is_assigned[i].evaluate(gamma) - phase_1_eval_at_gamma_constraint_advice_cell_count += len(p1is_assigned[i].coefficients) * 2 - 1 - phase_1_eval_at_gamma_constraint_advice_cell_count += len(p2is_assigned[i].coefficients) * 2 - 1 - pk1i_at_gamma = pk1is[i].evaluate(gamma) pk1i_at_gamma_assigned = assign_to_circuit(Polynomial([pk1i_at_gamma]),p).coefficients[0] @@ -601,7 +524,6 @@ def main(args): lhs = ct0is_assigned[i].evaluate(gamma) rhs = (pk0i_at_gamma_assigned * u_at_gamma_assigned + e0_at_gamma_assigned + (k1_at_gamma_assigned * k0i_constants[i]) + (r1i_gamma_assigned * qi_constants[i]) + (r2i_gamma_assigned * cyclo_at_gamma_assigned)) - phase_1_encryption_constraint_advice_cell_count += 32 assert lhs % p == rhs % p @@ -622,17 +544,17 @@ def main(args): pk0i_gamma_assigned_expected = assign_to_circuit(Polynomial([pk0i_gamma]), p).coefficients[0] assert pk0i_at_gamma_assigned == pk0i_gamma_assigned_expected - # ct0i_gamma = ciphertext[i][0].evaluate(gamma) - # ct0i_gamma_assigned_expected = assign_to_circuit(Polynomial([ct0i_gamma]), p).coefficients[0] - # assert ct0is_assigned[i].evaluate(gamma) == ct0i_gamma_assigned_expected + ct0i_gamma = ciphertext[i][0].evaluate(gamma) + ct0i_gamma_assigned_expected = assign_to_circuit(Polynomial([ct0i_gamma]), p).coefficients[0] + assert ct0is_assigned[i].evaluate(gamma) % p == ct0i_gamma_assigned_expected pk1i_gamma = pk1is[i].evaluate(gamma) pk1i_gamma_assigned_expected = assign_to_circuit(Polynomial([pk1i_gamma]), p).coefficients[0] assert pk1i_at_gamma_assigned == pk1i_gamma_assigned_expected - # ct1i_gamma = ciphertext[i][1].evaluate(gamma) - # ct1i_gamma_assigned_expected = assign_to_circuit(Polynomial([ct1i_gamma]), p).coefficients[0] - # assert ct1is_assigned[i].evaluate(gamma) == ct1i_gamma_assigned_expected + ct1i_gamma = ciphertext[i][1].evaluate(gamma) + ct1i_gamma_assigned_expected = assign_to_circuit(Polynomial([ct1i_gamma]), p).coefficients[0] + assert ct1is_assigned[i].evaluate(gamma) % p == ct1i_gamma_assigned_expected assert qis[i] == qi_constants[i] @@ -640,17 +562,14 @@ def main(args): k0i_assigned_expected = assign_to_circuit(Polynomial([k0is[i]]), p).coefficients[0] assert k0i_constants[i] == k0i_assigned_expected - total_advice_cell_count = phase_0_assignment_advice_cell_count + phase_1_range_check_advice_cell_count + phase_1_eval_at_gamma_constraint_advice_cell_count + phase_1_encryption_constraint_advice_cell_count - - print_advice_cells_info(total_advice_cell_count, phase_0_assignment_advice_cell_count, phase_1_range_check_advice_cell_count, phase_1_eval_at_gamma_constraint_advice_cell_count, phase_1_encryption_constraint_advice_cell_count) # ct0is and ct1is need to be parsed such that their coefficients are in the range [0, p - 1] ct0is_in_p = [assign_to_circuit(ct0i, p) for ct0i in ct0is] ct1is_in_p = [assign_to_circuit(ct1i, p) for ct1i in ct1is] # Parse the inputs into a JSON format such this can be used as input for the (real) circuit json_input = { - "pk0_qi": [[str(coef) for coef in pk0i.coefficients] for pk0i in pk0i_assigned], - "pk1_qi": [[str(coef) for coef in pk1i.coefficients] for pk1i in pk1i_assigned], + "pk0i": [[str(coef) for coef in pk0i.coefficients] for pk0i in pk0i_assigned], + "pk1i": [[str(coef) for coef in pk1i.coefficients] for pk1i in pk1i_assigned], "u": [str(coef) for coef in u_assigned.coefficients], "e0": [str(coef) for coef in e0_assigned.coefficients], "e1": [str(coef) for coef in e1_assigned.coefficients], @@ -677,8 +596,8 @@ def main(args): # Initialize a structure to hold polynomials with zero coefficients. This will be used at key generation. json_input_zeroes = { - "pk0_qi":[["0" for _ in pk0i.coefficients] for pk0i in pk0i_assigned], - "pk1_qi":[["0" for _ in pk1i.coefficients] for pk1i in pk1i_assigned], + "pk0i":[["0" for _ in pk0i.coefficients] for pk0i in pk0i_assigned], + "pk1i":[["0" for _ in pk1i.coefficients] for pk1i in pk1i_assigned], "u": ["0" for _ in u_assigned.coefficients], "e0": ["0" for _ in e0_assigned.coefficients], "e1": ["0" for _ in e1_assigned.coefficients], diff --git a/scripts/circuit_sk.py b/scripts/circuit_sk.py index 6e83509..f6ae9bb 100644 --- a/scripts/circuit_sk.py +++ b/scripts/circuit_sk.py @@ -1,7 +1,6 @@ import os from bfv.crt import CRTModuli from bfv.bfv import BFVCrt -from bfv.bfv import BFV from bfv.discrete_gauss import DiscreteGaussian from bfv.polynomial import Polynomial, poly_div from random import randint @@ -9,8 +8,6 @@ from utils import assign_to_circuit, count_advice_cells_needed_for_poly_range_check, print_advice_cells_info import argparse import json -import numpy as np - @@ -292,8 +289,7 @@ def main(args): # sanity check. The coefficients of ai * s + e should be in the range $- (N \cdot \frac{q_i - 1}{2} + B), N \cdot \frac{q_i - 1}{2} + B]$ bound = int((qis[i] - 1) / 2) * n + b - print(f" sk r2 bound = {bound}") - res = Polynomial(ais[i]) * s + e + res = ais[i] * s + e assert all(coeff >= -bound and coeff <= bound for coeff in res.coefficients) # constraint. The coefficients of r`2i should be in the range [-(qi-1)/2, (qi-1)/2] diff --git a/scripts/requirements.txt b/scripts/requirements.txt index 7aca885..425418c 100644 --- a/scripts/requirements.txt +++ b/scripts/requirements.txt @@ -1 +1 @@ -bfv @ git+https://github.com/enricobottazzi/bfv-py.git@e8239e946cab58c5c9fc974ff726010b71d92dbf \ No newline at end of file +git+https://github.com/gnosisguild/bfv-py@no-ntt#egg=bfv \ No newline at end of file diff --git a/scripts/test_pk_enc.py b/scripts/test_pk_enc.py deleted file mode 100644 index f00cd9f..0000000 --- a/scripts/test_pk_enc.py +++ /dev/null @@ -1,99 +0,0 @@ -import os -from bfv.crt import CRTModuli -from bfv.bfv import BFVCrt -import numpy as np -from bfv.discrete_gauss import DiscreteGaussian -from bfv.polynomial import Polynomial, poly_div -from random import randint -import copy -from utils import assign_to_circuit, count_advice_cells_needed_for_poly_range_check, print_advice_cells_info -import argparse -import json - -def main(): - qis = [1152921504606584833, - 1152921504598720513, - 1152921504597016577, - 1152921504595968001, - 1152921504595640321, - 1152921504593412097, - 1152921504592822273, - 1152921504592429057, - 1152921504589938689, - 1152921504586530817, - 1152921504585547777, - 1152921504583647233, - 1152921504581877761, - 1152921504581419009, - 1152921504580894721] - crt_moduli = CRTModuli(qis) - n = 1024 - sigma = 3.2 - discrete_gaussian = DiscreteGaussian(sigma) - t = 65537 - bfv_crt = BFVCrt(crt_moduli, n, t, discrete_gaussian) - - s = bfv_crt.SecretKeyGen() - print(f"SECRET KEY LENGTH {len(s.coefficients)}") - e = bfv_crt.bfv_q.rlwe.SampleFromErrorDistribution() - ais = [] - for i in range(len(crt_moduli.qis)): - ais.append(bfv_crt.bfv_qis[i].rlwe.Rq.sample_polynomial()) - - pub_keys = bfv_crt.PublicKeyGen(s,e,ais) - message = bfv_crt.bfv_q.rlwe.Rt.sample_polynomial() - - pk_array = [] - print(f"NUMBER OF PUBLIC KEY {len(pub_keys)}") - - for i,pk in enumerate(pub_keys): - print(f"pk length ={len(pk[0].coefficients)}") - pk_array.append(pk[0].coefficients) - - print(f"LENGTH OF PK ARRAY {len(pk_array)}") - - - - e0 = bfv_crt.bfv_q.rlwe.SampleFromErrorDistribution() - e1 = bfv_crt.bfv_q.rlwe.SampleFromErrorDistribution() - u = bfv_crt.bfv_q.rlwe.SampleFromTernaryDistribution() - - ciphertexts = bfv_crt.PubKeyEncrypt(pub_keys,message,e0,e1,u) - print(f"NUMBER OF CIPHER TEXTS {len(ciphertexts)}") - message_prime = bfv_crt.DecryptDummy(s,ciphertexts) - - - - - message_prime == message - - cyclo = [1] + [0] * (n - 1) + [1] - cyclo = Polynomial(cyclo) - - k1 = message.scalar_mul(crt_moduli.q) - k1.reduce_coefficients_by_modulus(t) - - for i, cti in enumerate(ciphertexts): - ct0i =cti[0] - - k0i = pow(-t,-1,qis[i]) - pk0 = Polynomial(pk_array[i]) - - ct0i_hat = pk0 * u + e0 + k1.scalar_mul(k0i) - assert(len(ct0i_hat.coefficients) - 1 == 2 * n - 2) - - ct0i_hat_clone = copy.deepcopy(ct0i_hat) - - ct0i_hat_clone.reduce_coefficients_by_cyclo(cyclo.coefficients) - ct0i_hat_clone.reduce_coefficients_by_modulus(qis[i]) - print(f"for iteration ith ={i}") - assert ct0i_hat_clone == ct0i - - print(" CHECK PASSED ") - - - - - -main() - \ No newline at end of file diff --git a/src/data/pk_enc_data/pk_enc_1024_15x60_65537.json b/src/data/pk_enc_data/pk_enc_1024_15x60_65537.json index b26e25a..2249be4 100644 --- a/src/data/pk_enc_data/pk_enc_1024_15x60_65537.json +++ b/src/data/pk_enc_data/pk_enc_1024_15x60_65537.json @@ -1 +1,157902 @@ -{"pk0_qi": [["568289862196313629", "541036710356625702", "21888242871839275222246405745257275088548364400416034343698105373798722277502", "182625088135541299", "21888242871839275222246405745257275088548364400416034343697989704632743876606", "448298206661563898", "386016926971717216", "21888242871839275222246405745257275088548364400416034343698188482783776926203", "21888242871839275222246405745257275088548364400416034343698132287587234174620", "231041616793889203", 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num_advice_per_phase: vec![1, 1], num_fixed: 1, num_lookup_advice_per_phase: vec![0, 1], @@ -31,26 +31,28 @@ pub fn test_params() -> RlcCircuitParams { num_rlc_columns: 1, } } -/// `BfvPkEncryptionCircuit` is a circuit that checks the correct formation of a ciphertext resulting from BFV secret key encryption +/// `BfvPkEncryptionCircuit` is a circuit that checks the correct formation of a ciphertext resulting from BFV public key encryption /// All the polynomials coefficients and scalars are normalized to be in the range `[0, p)` where p is the modulus of the prime field of the circuit /// -/// pk_q1 = ( pk0_qi , pk1_qi )=( [ai*s + E] , -ai ) +/// pk_q1 = ( pk0i , pk1i )=( [ai*s + E] , -ai ) /// # Parameters: -/// * `pk0_qi`: publicly polynomial created by secret polynomial ([ai*s + E] ) -/// * `pk1_qi`: publicly polynomial created by polynomial (-[ai]) +/// * `pk0i`: publicly polynomial created by secret polynomial ([ai*s + E] ) +/// * `pk1i`: publicly polynomial created by polynomial (-[ai]) /// * `u`: secret polynomial, sampled from ternary distribution. /// * `e0`: error polynomial, sampled from discrete Gaussian distribution. /// * `e1`: error polynomial, sampled from discrete Gaussian distribution. /// * `k1`: scaled message polynomial. /// * `r2is`: list of r2i polynomials for each i-th CRT basis . /// * `r1is`: list of r1i polynomials for each CRT i-th CRT basis. -/// * `p2is`: list of p2i polynomials for each i-th CRT basis . +/// * `p2is`: list of p2i polynomials for each i-th CRT basis. +/// * `p1is`: list of p1i polynomials for each i-th CRT basis. /// * `ct0is`: list of ct0i (first component of the ciphertext cti) polynomials for each CRT i-th CRT basis. +/// * `ct1is`: list of ct1i (second component of the ciphertext cti) polynomials for each CRT i-th CRT basis. #[derive(Deserialize, Clone)] pub struct BfvPkEncryptionCircuit { - pk0_qi: Vec>, - pk1_qi: Vec>, + pk0i: Vec>, + pk1i: Vec>, u: Vec, e0: Vec, e1: Vec, @@ -65,8 +67,8 @@ pub struct BfvPkEncryptionCircuit { /// Payload returned by the first phase of the circuit to be reused in the second phase pub struct Payload { - pk0_qi_assigned: Vec>, - pk1_qi_assigned: Vec>, + pk0i_assigned: Vec>, + pk1i_assigned: Vec>, u_assigned: PolyAssigned, e0_assigned: PolyAssigned, e1_assigned: PolyAssigned, @@ -85,7 +87,7 @@ impl RlcCircuitInstructions for BfvPkEncryptionCircuit { /// #### Phase 0 /// In this phase, the polynomials for each matrix $S_i$ are assigned to the circuit. Namely: - /// * polynomials `u`,'e1, `e0`, `k1`, `pk0_qi`,`pk1_q1` are assigned to the witness table. This has to be done only once as these polynomial are common to each $S_i$ matrix + /// * polynomials `u`,'e1, `e0`, `k1`, `pk0i`,`pk1_q1` are assigned to the witness table. This has to be done only once as these polynomial are common to each $S_i$ matrix /// * polynomials `r1i`, `r2i`,`p1i`,`p2i` are assigned to the witness table for each $S_i$ matrix /// * polynomials 'ct0is' and 'ct1is` are assigned to the witness table for each $Ct_i$ @@ -102,24 +104,24 @@ impl RlcCircuitInstructions for BfvPkEncryptionCircuit { let mut public_inputs = vec![]; - let pk0_qi = self - .pk0_qi + let pk0i = self + .pk0i .iter() - .map(|pk0_qi| Poly::::new(pk0_qi.clone())) + .map(|pk0i| Poly::::new(pk0i.clone())) .collect::>(); - let pk0_qi_assigned = pk0_qi + let pk0i_assigned = pk0i .into_iter() - .map(|pk0_qi| PolyAssigned::new(ctx, pk0_qi)) + .map(|pk0i| PolyAssigned::new(ctx, pk0i)) .collect::>(); - let pk1_qi = self - .pk1_qi + let pk1i = self + .pk1i .iter() - .map(|pk1_qi| Poly::::new(pk1_qi.clone())) + .map(|pk1i| Poly::::new(pk1i.clone())) .collect::>(); - let pk1_qi_assigned = pk1_qi + let pk1i_assigned = pk1i .into_iter() - .map(|pk1_qi| PolyAssigned::new(ctx, pk1_qi)) + .map(|pk1i| PolyAssigned::new(ctx, pk1i)) .collect::>(); let u = Poly::::new(self.u.clone()); @@ -188,10 +190,10 @@ impl RlcCircuitInstructions for BfvPkEncryptionCircuit { }) .collect::>(); - for pk0 in pk0_qi_assigned.iter() { + for pk0 in pk0i_assigned.iter() { public_inputs.push(pk0.assigned_coefficients[0]); } - for pk1 in pk1_qi_assigned.iter() { + for pk1 in pk1i_assigned.iter() { public_inputs.push(pk1.assigned_coefficients[0]); } for ct0 in ct0is_assigned.iter() { @@ -204,8 +206,8 @@ impl RlcCircuitInstructions for BfvPkEncryptionCircuit { builder.base.assigned_instances[0] = public_inputs; Payload { - pk0_qi_assigned, - pk1_qi_assigned, + pk0i_assigned, + pk1i_assigned, u_assigned, e0_assigned, e1_assigned, @@ -244,7 +246,7 @@ impl RlcCircuitInstructions for BfvPkEncryptionCircuit { /// ##### Correct Encryption Constraint - /// It is needed to prove that $P_i(\gamma) \times S_i(\gamma) =Ct_{0,i}(\gamma)$. This can be rewritten as `ct0i = ct0i_hat + r1i * qi + r2i * cyclo`, where `ct0i_hat = pk0_qi * u + e0 + k1 * k0i`. + /// It is needed to prove that $P_i(\gamma) \times S_i(\gamma) =Ct_{0,i}(\gamma)$. This can be rewritten as `ct0i = ct0i_hat + r1i * qi + r2i * cyclo`, where `ct0i_hat = pk0i * u + e0 + k1 * k0i`. /// This constrained is enforced by proving that `LHS(gamma) = RHS(gamma)`. According to the Schwartz-Zippel lemma, if this relation between polynomial when evaluated at a random point holds true, then then the polynomials are identical with high probability. Note that `qi` and `k0i` (for each $U_i$ matrix) are constants to the circuit encoded during key generation. /// * Constrain that `ct0i(gamma) = ai(gamma) * s(gamma) + e(gamma) + k1(gamma) * k0i + r1i(gamma) * qi + r2i(gamma) * cyclo(gamma)` for each $i$-th CRT basis @@ -257,8 +259,8 @@ impl RlcCircuitInstructions for BfvPkEncryptionCircuit { payload: Self::FirstPhasePayload, ) { let Payload { - pk0_qi_assigned, - pk1_qi_assigned, + pk0i_assigned, + pk1i_assigned, u_assigned, e0_assigned, e1_assigned, @@ -299,12 +301,12 @@ impl RlcCircuitInstructions for BfvPkEncryptionCircuit { e1_assigned.range_check(ctx_gate, range, E_BOUND); k1_assigned.range_check(ctx_gate, range, K1_BOUND); - let _ = pk0_qi_assigned + let _ = pk0i_assigned .iter() .enumerate() .map(|(i, pk_assigned)| pk_assigned.range_check(ctx_gate, range, PK_BOUND[i])); - let _ = pk1_qi_assigned + let _ = pk1i_assigned .iter() .enumerate() .map(|(i, pk_assigned)| pk_assigned.range_check(ctx_gate, range, PK_BOUND[i])); @@ -320,23 +322,23 @@ impl RlcCircuitInstructions for BfvPkEncryptionCircuit { let e0_at_gamma = e0_assigned.enforce_eval_at_gamma(ctx_rlc, rlc); let e1_at_gamma = e1_assigned.enforce_eval_at_gamma(ctx_rlc, rlc); let k1_at_gamma = k1_assigned.enforce_eval_at_gamma(ctx_rlc, rlc); - let pk0_qi_at_gamma = pk0_qi_assigned + let pk0i_at_gamma = pk0i_assigned .iter() .map(|pk_assigned| pk_assigned.enforce_eval_at_gamma(ctx_rlc, rlc)) .collect::>(); - let pk1_qi_at_gamma = pk1_qi_assigned + let pk1i_at_gamma = pk1i_assigned .iter() .map(|pk_assigned| pk_assigned.enforce_eval_at_gamma(ctx_rlc, rlc)) .collect::>(); let gate = range.gate(); // For each `i` Prove that LHS(gamma) = RHS(gamma) - // pk0_u = pk0_qi(gamma) * u(gamma) + e0(gamma) + // pk0_u = pk0i(gamma) * u(gamma) + e0(gamma) // LHS = ct0i(gamma) // RHS = pk0_u + k1(gamma) * k0i + r1i(gamma) * qi + r2i(gamma) * cyclo(gamma) for z in 0..ct0is_assigned.len() { - let pk0_u = gate.mul_add(ctx_gate, pk0_qi_at_gamma[z], u_at_gamma, e0_at_gamma); + let pk0_u = gate.mul_add(ctx_gate, pk0i_at_gamma[z], u_at_gamma, e0_at_gamma); let r1i_at_gamma = r1is_assigned[z].enforce_eval_at_gamma(ctx_rlc, rlc); let r2i_at_gamma = r2is_assigned[z].enforce_eval_at_gamma(ctx_rlc, rlc); @@ -358,7 +360,7 @@ impl RlcCircuitInstructions for BfvPkEncryptionCircuit { } for z in 0..ct1is_assigned.len() { - let pk1_u = gate.mul_add(ctx_gate, pk1_qi_at_gamma[z], u_at_gamma, e1_at_gamma); + let pk1_u = gate.mul_add(ctx_gate, pk1i_at_gamma[z], u_at_gamma, e1_at_gamma); let p1i_at_gamma = p1is_assigned[z].enforce_eval_at_gamma(ctx_rlc, rlc); let p2i_at_gamma = p2is_assigned[z].enforce_eval_at_gamma(ctx_rlc, rlc); @@ -378,11 +380,11 @@ impl RlcCircuitInstructions for BfvPkEncryptionCircuit { fn instances(&self) -> Vec> { let mut instance = vec![]; - for pk0 in self.pk0_qi.iter() { + for pk0 in self.pk0i.iter() { let pk0_poly = Poly::::new(pk0.clone()); instance.push(pk0_poly.coefficients[0]); } - for pk1 in self.pk1_qi.iter() { + for pk1 in self.pk1i.iter() { let pk1_poly = Poly::::new(pk1.clone()); instance.push(pk1_poly.coefficients[0]); } @@ -403,8 +405,8 @@ mod test { use axiom_eth::{ halo2_proofs::{ - dev::MockProver, - plonk::{keygen_pk, keygen_vk}, + dev::{FailureLocation, MockProver, VerifyFailure}, + plonk::{keygen_pk, keygen_vk, Any, SecondPhase}, }, halo2curves::bn256::Fr, rlc::{ @@ -455,7 +457,7 @@ mod test { // 5. Generate the proof, here we pass the actual inputs let mut proof_gen_builder: RlcCircuitBuilder = - RlcCircuitBuilder::from_stage(CircuitBuilderStage::Prover, 0) + RlcCircuitBuilder::from_stage(CircuitBuilderStage::Mock, 0) .use_params(rlc_circuit_params); proof_gen_builder.base.set_lookup_bits(k - 1); proof_gen_builder.base.set_instance_columns(1); @@ -558,7 +560,6 @@ mod test { RlcCircuitBuilder::from_stage(CircuitBuilderStage::Mock, 0) .use_params(rlc_circuit_params.clone()); mock_builder.base.set_lookup_bits(8); // Set the lookup bits to 8 - mock_builder.base.set_instance_columns(1); let rlc_circuit = RlcExecutor::new(mock_builder, pk_enc_circuit); @@ -573,7 +574,27 @@ mod test { // 5. Assert that the circuit is not satisfied // In particular, it should fail the range check enforced in the second phase for the first coefficient of r1is[0] and the equality check in the second phase for the 0-th basis - // TODO:Check from the cmd prmt for excat cell location + assert_eq!( + invalid_mock_prover.verify(), + Err(vec![ + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 115709 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 115719 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914202 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914222 } + }, + ]) + ); } #[test] @@ -584,11 +605,10 @@ mod test { let mut data = String::new(); file.read_to_string(&mut data).unwrap(); let mut pk_enc_circuit = serde_json::from_str::(&data).unwrap(); - let instances = pk_enc_circuit.instances(); // 2. Invalidate the circuit by setting a different `s` polynomial - let invalid_pk0 = vec!["1".to_string(); 1024]; - pk_enc_circuit.pk0_qi[0] = invalid_pk0; + let invalid_u = vec!["1".to_string(); 1024]; + pk_enc_circuit.u = invalid_u; // 3. Build the circuit for MockProver let rlc_circuit_params = test_params(); @@ -596,8 +616,8 @@ mod test { RlcCircuitBuilder::from_stage(CircuitBuilderStage::Mock, 0) .use_params(rlc_circuit_params.clone()); mock_builder.base.set_lookup_bits(8); // Set the lookup bits to 8 - mock_builder.base.set_instance_columns(1); + let instances = pk_enc_circuit.instances(); let rlc_circuit = RlcExecutor::new(mock_builder, pk_enc_circuit); // 4. Run the mock prover @@ -610,7 +630,254 @@ mod test { // 5. Assert that the circuit is not satisfied // In particular, it should fail the equality check (LHS=RHS) in the second phase for each i-th CRT basis - // TODO:Check from the cmd prmt for excat cell location + assert_eq!( + invalid_mock_prover.verify(), + Err(vec![ + VerifyFailure::Permutation { + column: (Any::Fixed, 1).into(), + location: FailureLocation::InRegion { + region: (2, "base+rlc phase 1").into(), + offset: 1 + } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914202 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914222 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914230 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914250 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914258 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914278 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914286 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914306 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914314 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914334 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914342 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914362 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914370 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914390 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914398 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914418 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914426 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914446 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914454 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914474 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914482 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914502 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914510 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914530 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914538 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914558 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914566 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914586 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914594 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914610 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914618 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914634 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914642 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914658 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914666 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914682 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914690 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914706 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914714 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914730 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914738 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914754 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914762 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914778 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914786 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914802 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914810 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914826 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914834 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914850 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914858 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914874 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914882 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914898 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914906 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914922 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914930 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914946 } + }, + VerifyFailure::Permutation { + column: (Any::advice_in(SecondPhase), 1).into(), + location: FailureLocation::OutsideRegion { row: 2914954 } + } + ]) + ); } #[test] diff --git a/src/poly.rs b/src/poly.rs index 8d97a4b..99e86dd 100644 --- a/src/poly.rs +++ b/src/poly.rs @@ -54,14 +54,6 @@ impl PolyAssigned { range.check_less_than_safe(ctx_gate, shifted_coeff, (2 * upper_bound) + 1); } } - // pub fn range_check_128(&self,ctx_gate: &mut Context,range: &RangeChip,upper_bound: u128){ - // let bound_constant = Constant(F::from_u128(upper_bound)); - - // for coeff in &self.assigned_coefficients { - // let shifted_coeff = range.gate().add(ctx_gate, *coeff, bound_constant); - // range.check_less_than_safe(ctx_gate, shifted_coeff, (2 * upper_bound) + 1); - // } - // } pub fn enforce_eval_at_gamma( &self,