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Просмотр файла: rangeproof.js
"use strict";
Object.defineProperty(exports, "__esModule", { value: true });
exports.generateNtilde = generateNtilde;
exports.generateNtildeProof = generateNtildeProof;
exports.verifyNtildeProof = verifyNtildeProof;
exports.prove = prove;
exports.verify = verify;
exports.proveWithCheck = proveWithCheck;
exports.verifyWithCheck = verifyWithCheck;
/**
* Zero Knowledge Range Proofs as described in (Two-party generation of DSA signatures)[1].
* [1]: https://reitermk.github.io/papers/2004/IJIS.pdf
*/
const crypto_1 = require("crypto");
const bigint_crypto_utils_1 = require("bigint-crypto-utils");
const bigint_mod_arith_1 = require("bigint-mod-arith");
const util_1 = require("../../util");
const index_1 = require("./index");
const safePrime_1 = require("../../safePrime");
// 128 as recommend by https://blog.verichains.io/p/vsa-2022-120-multichain-key-extraction.
const ITERATIONS = 128;
async function generateModulus(openSSLBytes, bitlength = index_1.minModulusBitLength, retry = 10) {
if (bitlength < index_1.minModulusBitLength) {
// https://www.keylength.com/en/6/
// eslint-disable-next-line no-console
console.warn('Generating a modulus with less than 3072 is not recommended!');
}
const bitlengthP = Math.floor(bitlength / 2);
const bitlengthQ = bitlength - bitlengthP;
for (let i = 0; i < retry; i++) {
const [p, q] = await (0, safePrime_1.generateSafePrimes)([bitlengthP, bitlengthQ], openSSLBytes);
const n = p * q;
// For large bit lengths, the probability of generating a modulus with the wrong bit length is very low.
if ((0, bigint_crypto_utils_1.bitLength)(n) !== bitlength) {
continue;
}
return { n, q1: (p - BigInt(1)) / BigInt(2), q2: (q - BigInt(1)) / BigInt(2) };
}
throw new Error(`Unable to generate modulus with bit length of ${bitlength} after ${retry} tries. Please try again or reach out to support@bitgo.com`);
}
/**
* Generate "challenge" values for range proofs.
* @param {number} bitlength The bit length of the modulus to generate. This should
* be the same as the bit length of the paillier public keys used for MtA.
* @returns {DeserializedNtilde} The generated Ntilde values.
*/
async function generateNtilde(openSSLBytes, bitlength = index_1.minModulusBitLength) {
const { n: ntilde, q1, q2 } = await generateModulus(openSSLBytes, bitlength);
const [f1, f2] = await Promise.all([(0, util_1.randomPositiveCoPrimeTo)(ntilde), (0, util_1.randomPositiveCoPrimeTo)(ntilde)]);
const h1 = (0, bigint_mod_arith_1.modPow)(f1, BigInt(2), ntilde);
const h2 = (0, bigint_mod_arith_1.modPow)(h1, f2, ntilde);
const beta = (0, bigint_mod_arith_1.modInv)(f2, q1 * q2);
const [h1wrtH2Proofs, h2wrtH1Proofs] = await Promise.all([
generateNtildeProof({
h1: h1,
h2: h2,
ntilde: ntilde,
}, f2, q1, q2),
generateNtildeProof({
h1: h2,
h2: h1,
ntilde: ntilde,
}, beta, q1, q2),
]);
return {
ntilde,
h1,
h2,
ntildeProof: {
h1WrtH2: {
alpha: h1wrtH2Proofs.alpha,
t: h1wrtH2Proofs.t,
},
h2WrtH1: {
alpha: h2wrtH1Proofs.alpha,
t: h2wrtH1Proofs.t,
},
},
};
}
/**
* Generate iterations of Ntilde, h1, h2 discrete log proofs.
* @param {DeserializedNtilde} ntilde Ntilde, h1, h2 to generate the proofs for.
* @param {bigint} x Either alpha or beta depending on whether it is a discrete log proof of
* h1 w.r.t h2 or h2 w.r.t h1.
* @param {bigint} q1 The Sophie Germain prime associated with the first safe prime p1 used to generate Ntilde.
* @param {bigint} q2 The Sophie Germain prime associated with the second safe prime p2 used to generate Ntilde.
* @returns {NtildeProof} The generated Ntilde Proofs.
*/
async function generateNtildeProof(ntilde, x, q1, q2) {
const q1MulQ2 = q1 * q2;
const a = [];
const alpha = [];
let msgToHash = Buffer.concat([
(0, util_1.bigIntToBufferBE)(ntilde.h1),
(0, util_1.bigIntToBufferBE)(ntilde.h2),
(0, util_1.bigIntToBufferBE)(ntilde.ntilde),
]);
for (let i = 0; i < ITERATIONS; i++) {
a.push((0, bigint_crypto_utils_1.randBetween)(q1MulQ2));
alpha.push((0, bigint_mod_arith_1.modPow)(ntilde.h1, a[i], ntilde.ntilde));
msgToHash = Buffer.concat([msgToHash, (0, util_1.bigIntToBufferBE)(alpha[i], Math.ceil((0, bigint_crypto_utils_1.bitLength)(ntilde.ntilde) / 8))]);
}
const simulatedResponse = (0, crypto_1.createHash)('sha256').update(msgToHash).digest();
const t = [];
for (let i = 0; i < ITERATIONS; i++) {
// Get the ith bit from a buffer of bytes.
const ithBit = (simulatedResponse[Math.floor(i / 8)] >> (7 - (i % 8))) & 1;
t.push((a[i] + ((BigInt(ithBit) * x) % q1MulQ2)) % q1MulQ2);
}
return { alpha, t };
}
/**
* Verify discrete log proofs of h1 and h2 mod Ntilde.
* @param {DeserializedNtilde} ntilde Ntilde, h1, h2 to generate the proofs for.
* @param {DeserializedNtildeProof} ntildeProof Ntilde Proofs
* @returns {boolean} true if proof is verified, false otherwise.
*/
async function verifyNtildeProof(ntilde, ntildeProof) {
const h1ModNtilde = ntilde.h1 % ntilde.ntilde;
const h2ModNtilde = ntilde.h2 % ntilde.ntilde;
if (h1ModNtilde === BigInt(0) || h2ModNtilde === BigInt(0)) {
return false;
}
if (h1ModNtilde === BigInt(1) || h2ModNtilde === BigInt(1)) {
return false;
}
if (h1ModNtilde === h2ModNtilde) {
return false;
}
if (ntildeProof.alpha.length > 256 ||
ntildeProof.alpha.length !== ITERATIONS ||
ntildeProof.t.length !== ITERATIONS) {
return false;
}
let msgToHash = Buffer.concat([
(0, util_1.bigIntToBufferBE)(ntilde.h1),
(0, util_1.bigIntToBufferBE)(ntilde.h2),
(0, util_1.bigIntToBufferBE)(ntilde.ntilde),
]);
for (let i = 0; i < ntildeProof.alpha.length; i++) {
msgToHash = Buffer.concat([
msgToHash,
(0, util_1.bigIntToBufferBE)(ntildeProof.alpha[i], Math.ceil((0, bigint_crypto_utils_1.bitLength)(ntilde.ntilde) / 8)),
]);
}
const simulatedResponse = (0, crypto_1.createHash)('sha256').update(msgToHash).digest();
for (let i = 0; i < ntildeProof.alpha.length; i++) {
// Get the ith bit from a buffer of bytes.
const ithBit = (simulatedResponse[Math.floor(i / 8)] >> (7 - (i % 8))) & 1;
const h1PowTi = (0, bigint_mod_arith_1.modPow)(ntilde.h1, ntildeProof.t[i], ntilde.ntilde);
const h2PowCi = (0, bigint_mod_arith_1.modPow)(ntilde.h2, BigInt(ithBit), ntilde.ntilde);
const alphaMulh2PowCi = (ntildeProof.alpha[i] * h2PowCi) % ntilde.ntilde;
if (h1PowTi !== alphaMulh2PowCi) {
return false;
}
}
return true;
}
/**
* Generate a zero-knowledge range proof that an encrypted value is "small".
* @param {BaseCurve} curve An elliptic curve to use for group operations.
* @param {number} modulusBits The bit count of the prover's public key.
* @param {PublicKey} pk The prover's public key.
* @param {DeserializedNtilde} ntilde The verifier's Ntilde values.
* @param {bigint} c The ciphertext.
* @param {bigint} m The plaintext.
* @param {bigint} r The obfuscation value used to encrypt m.
* @returns {RangeProof} The generated proof.
*/
async function prove(curve, modulusBits, pk, ntilde, c, m, r) {
const modulusBytes = Math.floor((modulusBits + 7) / 8);
const q = curve.order();
const q3 = q ** BigInt(3);
const qntilde = q * ntilde.ntilde;
const q3ntilde = q3 * ntilde.ntilde;
const alpha = (0, bigint_crypto_utils_1.randBetween)(q3);
const beta = await (0, util_1.randomPositiveCoPrimeTo)(pk.n);
const gamma = (0, bigint_crypto_utils_1.randBetween)(q3ntilde);
const rho = (0, bigint_crypto_utils_1.randBetween)(qntilde);
const z = ((0, bigint_mod_arith_1.modPow)(ntilde.h1, m, ntilde.ntilde) * (0, bigint_mod_arith_1.modPow)(ntilde.h2, rho, ntilde.ntilde)) % ntilde.ntilde;
const u = ((0, bigint_mod_arith_1.modPow)(pk.g, alpha, pk._n2) * (0, bigint_mod_arith_1.modPow)(beta, pk.n, pk._n2)) % pk._n2;
const w = ((0, bigint_mod_arith_1.modPow)(ntilde.h1, alpha, ntilde.ntilde) * (0, bigint_mod_arith_1.modPow)(ntilde.h2, gamma, ntilde.ntilde)) % ntilde.ntilde;
const hash = (0, crypto_1.createHash)('sha256');
hash.update('\x06\x00\x00\x00\x00\x00\x00\x00');
hash.update((0, util_1.bigIntToBufferBE)(pk.n, modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(pk.g, modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(c, 2 * modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(z, modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(u, 2 * modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(w, modulusBytes));
hash.update('$');
const e = (0, util_1.bigIntFromBufferBE)(hash.digest()) % q;
const s = ((0, bigint_mod_arith_1.modPow)(r, e, pk.n) * beta) % pk.n;
const s1 = e * m + alpha;
const s2 = e * rho + gamma;
return { z, u, w, s, s1, s2 };
}
/**
* Verify a zero-knowledge range proof that an encrypted value is "small".
* @param {BaseCurve} curve An elliptic curve to use for group operations.
* @param {number} modulusBits The bit count of the prover's public key.
* @param {PublicKey} pk The prover's public key.
* @param {DeserializedNtilde} ntilde The verifier's Ntilde values.
* @param {RangeProof} proof The range proof.
* @param {bigint} c The ciphertext.
* @returns {boolean} True if verification succeeds.
*/
function verify(curve, modulusBits, pk, ntilde, proof, c) {
if (proof.u === BigInt(0) || proof.s === BigInt(0)) {
return false;
}
const modulusBytes = Math.floor((modulusBits + 7) / 8);
const q = curve.order();
const q3 = q ** BigInt(3);
if (proof.s1 > q3) {
return false;
}
const hash = (0, crypto_1.createHash)('sha256');
hash.update('\x06\x00\x00\x00\x00\x00\x00\x00');
hash.update((0, util_1.bigIntToBufferBE)(pk.n, modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(pk.g, modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(c, 2 * modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(proof.z, modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(proof.u, 2 * modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(proof.w, modulusBytes));
hash.update('$');
const e = (0, util_1.bigIntFromBufferBE)(hash.digest()) % q;
let products;
products = ((0, bigint_mod_arith_1.modPow)(pk.g, proof.s1, pk._n2) * (0, bigint_mod_arith_1.modPow)(proof.s, pk.n, pk._n2) * (0, bigint_mod_arith_1.modPow)(c, -e, pk._n2)) % pk._n2;
if (proof.u !== products) {
return false;
}
products =
((((0, bigint_mod_arith_1.modPow)(ntilde.h1, proof.s1, ntilde.ntilde) * (0, bigint_mod_arith_1.modPow)(ntilde.h2, proof.s2, ntilde.ntilde)) % ntilde.ntilde) *
(0, bigint_mod_arith_1.modPow)(proof.z, -e, ntilde.ntilde)) %
ntilde.ntilde;
return proof.w === products;
}
/**
* Generate a zero-knowledge range proof that a homomorphically manipulated value is "small".
* @param {BaseCurve} curve An elliptic curve to use for group operations.
* @param {number} modulusBits The bit count of the prover's public key.
* @param {PublicKey} pk The prover's public key.
* @param {DeserializedNtilde} ntilde The verifier's Ntilde values.
* @param {bigint} c1 The original ciphertext.
* @param {bigint} c2 The manipulated ciphertext.
* @param {bigint} x The plaintext value multiplied by the original plaintext.
* @param {bigint} y The plaintext value that is added to x.
* @param {bigint} r The obfuscation value used to encrypt x.
* @param {bigint} X The curve's base point raised to x.
* @returns {RangeProofWithCheck} The generated proof.
*/
async function proveWithCheck(curve, modulusBits, pk, ntilde, c1, c2, x, y, r, X) {
const modulusBytes = Math.floor((modulusBits + 7) / 8);
const q = curve.order();
const q3 = q ** BigInt(3);
const q7 = q ** BigInt(7);
const qntilde = q * ntilde.ntilde;
const q3ntilde = q3 * ntilde.ntilde;
const alpha = (0, bigint_crypto_utils_1.randBetween)(q3);
const rho = (0, bigint_crypto_utils_1.randBetween)(qntilde);
const sigma = (0, bigint_crypto_utils_1.randBetween)(qntilde);
const tau = (0, bigint_crypto_utils_1.randBetween)(q3ntilde);
const rhoprm = (0, bigint_crypto_utils_1.randBetween)(q3ntilde);
const beta = await (0, util_1.randomPositiveCoPrimeTo)(pk.n);
const gamma = (0, bigint_crypto_utils_1.randBetween)(q7);
const u = curve.basePointMult(curve.scalarReduce(alpha));
const z = ((0, bigint_mod_arith_1.modPow)(ntilde.h1, x, ntilde.ntilde) * (0, bigint_mod_arith_1.modPow)(ntilde.h2, rho, ntilde.ntilde)) % ntilde.ntilde;
const zprm = ((0, bigint_mod_arith_1.modPow)(ntilde.h1, alpha, ntilde.ntilde) * (0, bigint_mod_arith_1.modPow)(ntilde.h2, rhoprm, ntilde.ntilde)) % ntilde.ntilde;
const t = ((0, bigint_mod_arith_1.modPow)(ntilde.h1, y, ntilde.ntilde) * (0, bigint_mod_arith_1.modPow)(ntilde.h2, sigma, ntilde.ntilde)) % ntilde.ntilde;
const v = ((((0, bigint_mod_arith_1.modPow)(c1, alpha, pk._n2) * (0, bigint_mod_arith_1.modPow)(pk.g, gamma, pk._n2)) % pk._n2) * (0, bigint_mod_arith_1.modPow)(beta, pk.n, pk._n2)) % pk._n2;
const w = ((0, bigint_mod_arith_1.modPow)(ntilde.h1, gamma, ntilde.ntilde) * (0, bigint_mod_arith_1.modPow)(ntilde.h2, tau, ntilde.ntilde)) % ntilde.ntilde;
const hash = (0, crypto_1.createHash)('sha256');
hash.update('\x0d\x00\x00\x00\x00\x00\x00\x00');
hash.update((0, util_1.bigIntToBufferBE)(pk.n, modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(pk.g, modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(X, 33));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(c1, 2 * modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(c2, 2 * modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(u, 33));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(z, modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(zprm, modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(t, modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(v, 2 * modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(w, modulusBytes));
hash.update('$');
const e = (0, util_1.bigIntFromBufferBE)(hash.digest()) % q;
const s = ((0, bigint_mod_arith_1.modPow)(r, e, pk.n) * beta) % pk.n;
const s1 = e * x + alpha;
const s2 = e * rho + rhoprm;
const t1 = e * y + gamma;
const t2 = e * sigma + tau;
return { z, zprm, t, v, w, s, s1, s2, t1, t2, u };
}
/**
* Verify a zero-knowledge range proof that a homomorphically manipulated value is "small".
* @param {BaseCurve} curve An elliptic curve to use for group operations.
* @param {number} modulusBits The bit count of the prover's public key.
* @param {PublicKey} pk The prover's public key.
* @param {DeserializedNtilde} ntilde The verifier's Ntilde values.
* @param {RangeProofWithCheck} proof The range proof.
* @param {bigint} c1 The original ciphertext.
* @param {bigint} c2 The manipulated ciphertext.
* @param {bigint} X The curve's base point raised to x.
* @returns {boolean} True if verification succeeds.
*/
function verifyWithCheck(curve, modulusBits, pk, ntilde, proof, c1, c2, X) {
const modulusBytes = Math.floor((modulusBits + 7) / 8);
const q = curve.order();
const q3 = q ** BigInt(3);
const q7 = q ** BigInt(7);
if (proof.s1 > q3) {
return false;
}
if (proof.t1 > q7) {
return false;
}
const hash = (0, crypto_1.createHash)('sha256');
hash.update('\x0d\x00\x00\x00\x00\x00\x00\x00');
hash.update((0, util_1.bigIntToBufferBE)(pk.n, modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(pk.g, modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(X, 33));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(c1, 2 * modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(c2, 2 * modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(proof.u, 33));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(proof.z, modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(proof.zprm, modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(proof.t, modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(proof.v, 2 * modulusBytes));
hash.update('$');
hash.update((0, util_1.bigIntToBufferBE)(proof.w, modulusBytes));
hash.update('$');
const e = (0, util_1.bigIntFromBufferBE)(hash.digest()) % q;
const gS1 = curve.basePointMult(curve.scalarReduce(proof.s1));
const xEU = curve.pointAdd(curve.pointMultiply(X, e), proof.u);
if (gS1 !== xEU) {
return false;
}
let left, right;
const h1ExpS1 = (0, bigint_mod_arith_1.modPow)(ntilde.h1, proof.s1, ntilde.ntilde);
const h2ExpS2 = (0, bigint_mod_arith_1.modPow)(ntilde.h2, proof.s2, ntilde.ntilde);
left = (h1ExpS1 * h2ExpS2) % ntilde.ntilde;
const zExpE = (0, bigint_mod_arith_1.modPow)(proof.z, e, ntilde.ntilde);
right = (zExpE * proof.zprm) % ntilde.ntilde;
if (left !== right) {
return false;
}
const h1ExpT1 = (0, bigint_mod_arith_1.modPow)(ntilde.h1, proof.t1, ntilde.ntilde);
const h2ExpT2 = (0, bigint_mod_arith_1.modPow)(ntilde.h2, proof.t2, ntilde.ntilde);
left = (h1ExpT1 * h2ExpT2) % ntilde.ntilde;
const tExpE = (0, bigint_mod_arith_1.modPow)(proof.t, e, ntilde.ntilde);
right = (tExpE * proof.w) % ntilde.ntilde;
if (left !== right) {
return false;
}
const c1ExpS1 = (0, bigint_mod_arith_1.modPow)(c1, proof.s1, pk._n2);
const sExpN = (0, bigint_mod_arith_1.modPow)(proof.s, pk.n, pk._n2);
const gammaExpT1 = (0, bigint_mod_arith_1.modPow)(pk.g, proof.t1, pk._n2);
left = (((c1ExpS1 * sExpN) % pk._n2) * gammaExpT1) % pk._n2;
const c2ExpE = (0, bigint_mod_arith_1.modPow)(c2, e, pk._n2);
right = (c2ExpE * proof.v) % pk._n2;
return left === right;
}
//# 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* Zero Knowledge Range Proofs as described in (Two-party generation of DSA signatures)[1].\n * [1]: https://reitermk.github.io/papers/2004/IJIS.pdf\n */\nimport { createHash } from 'crypto';\nimport { BaseCurve } from '../../curves';\nimport { PublicKey } from 'paillier-bigint';\nimport { bitLength, randBetween } from 'bigint-crypto-utils';\nimport { modInv, modPow } from 'bigint-mod-arith';\nimport {\n  DeserializedNtilde,\n  DeserializedNtildeProof,\n  RSAModulus,\n  RangeProof,\n  RangeProofWithCheck,\n  DeserializedNtildeWithProofs,\n} from './types';\nimport { bigIntFromBufferBE, bigIntToBufferBE, randomPositiveCoPrimeTo } from '../../util';\nimport { minModulusBitLength } from './index';\nimport { generateSafePrimes } from '../../safePrime';\n\n// 128 as recommend by https://blog.verichains.io/p/vsa-2022-120-multichain-key-extraction.\nconst ITERATIONS = 128;\n\nasync function generateModulus(\n  openSSLBytes: Uint8Array,\n  bitlength = minModulusBitLength,\n  retry = 10\n): Promise<RSAModulus> {\n  if (bitlength < minModulusBitLength) {\n    // https://www.keylength.com/en/6/\n    // eslint-disable-next-line no-console\n    console.warn('Generating a modulus with less than 3072 is not recommended!');\n  }\n  const bitlengthP = Math.floor(bitlength / 2);\n  const bitlengthQ = bitlength - bitlengthP;\n  for (let i = 0; i < retry; i++) {\n    const [p, q] = await generateSafePrimes([bitlengthP, bitlengthQ], openSSLBytes);\n    const n = p * q;\n    // For large bit lengths, the probability of generating a modulus with the wrong bit length is very low.\n    if (bitLength(n) !== bitlength) {\n      continue;\n    }\n    return { n, q1: (p - BigInt(1)) / BigInt(2), q2: (q - BigInt(1)) / BigInt(2) };\n  }\n  throw new Error(\n    `Unable to generate modulus with bit length of ${bitlength} after ${retry} tries. Please try again or reach out to support@bitgo.com`\n  );\n}\n\n/**\n * Generate \"challenge\" values for range proofs.\n * @param {number} bitlength The bit length of the modulus to generate. This should\n * be the same as the bit length of the paillier public keys used for MtA.\n * @returns {DeserializedNtilde} The generated Ntilde values.\n */\nexport async function generateNtilde(\n  openSSLBytes: Uint8Array,\n  bitlength = minModulusBitLength\n): Promise<DeserializedNtildeWithProofs> {\n  const { n: ntilde, q1, q2 } = await generateModulus(openSSLBytes, bitlength);\n  const [f1, f2] = await Promise.all([randomPositiveCoPrimeTo(ntilde), randomPositiveCoPrimeTo(ntilde)]);\n  const h1 = modPow(f1, BigInt(2), ntilde);\n  const h2 = modPow(h1, f2, ntilde);\n  const beta = modInv(f2, q1 * q2);\n  const [h1wrtH2Proofs, h2wrtH1Proofs] = await Promise.all([\n    generateNtildeProof(\n      {\n        h1: h1,\n        h2: h2,\n        ntilde: ntilde,\n      },\n      f2,\n      q1,\n      q2\n    ),\n    generateNtildeProof(\n      {\n        h1: h2,\n        h2: h1,\n        ntilde: ntilde,\n      },\n      beta,\n      q1,\n      q2\n    ),\n  ]);\n  return {\n    ntilde,\n    h1,\n    h2,\n    ntildeProof: {\n      h1WrtH2: {\n        alpha: h1wrtH2Proofs.alpha,\n        t: h1wrtH2Proofs.t,\n      },\n      h2WrtH1: {\n        alpha: h2wrtH1Proofs.alpha,\n        t: h2wrtH1Proofs.t,\n      },\n    },\n  };\n}\n\n/**\n * Generate iterations of Ntilde, h1, h2 discrete log proofs.\n * @param {DeserializedNtilde} ntilde Ntilde, h1, h2 to generate the proofs for.\n * @param {bigint} x Either alpha or beta depending on whether it is a discrete log proof of\n * h1 w.r.t h2 or h2 w.r.t h1.\n * @param {bigint} q1 The Sophie Germain prime associated with the first safe prime p1 used to generate Ntilde.\n * @param {bigint} q2 The Sophie Germain prime associated with the second safe prime p2 used to generate Ntilde.\n * @returns {NtildeProof} The generated Ntilde Proofs.\n */\nexport async function generateNtildeProof(\n  ntilde: DeserializedNtilde,\n  x: bigint,\n  q1: bigint,\n  q2: bigint\n): Promise<DeserializedNtildeProof> {\n  const q1MulQ2 = q1 * q2;\n  const a: bigint[] = [];\n  const alpha: bigint[] = [];\n  let msgToHash: Buffer = Buffer.concat([\n    bigIntToBufferBE(ntilde.h1),\n    bigIntToBufferBE(ntilde.h2),\n    bigIntToBufferBE(ntilde.ntilde),\n  ]);\n  for (let i = 0; i < ITERATIONS; i++) {\n    a.push(randBetween(q1MulQ2));\n    alpha.push(modPow(ntilde.h1, a[i], ntilde.ntilde));\n    msgToHash = Buffer.concat([msgToHash, bigIntToBufferBE(alpha[i], Math.ceil(bitLength(ntilde.ntilde) / 8))]);\n  }\n  const simulatedResponse = createHash('sha256').update(msgToHash).digest();\n  const t: bigint[] = [];\n  for (let i = 0; i < ITERATIONS; i++) {\n    // Get the ith bit from a buffer of bytes.\n    const ithBit = (simulatedResponse[Math.floor(i / 8)] >> (7 - (i % 8))) & 1;\n    t.push((a[i] + ((BigInt(ithBit) * x) % q1MulQ2)) % q1MulQ2);\n  }\n  return { alpha, t };\n}\n\n/**\n * Verify discrete log proofs of h1 and h2 mod Ntilde.\n * @param {DeserializedNtilde} ntilde Ntilde, h1, h2 to generate the proofs for.\n * @param {DeserializedNtildeProof} ntildeProof Ntilde Proofs\n * @returns {boolean} true if proof is verified, false otherwise.\n */\nexport async function verifyNtildeProof(\n  ntilde: DeserializedNtilde,\n  ntildeProof: DeserializedNtildeProof\n): Promise<boolean> {\n  const h1ModNtilde = ntilde.h1 % ntilde.ntilde;\n  const h2ModNtilde = ntilde.h2 % ntilde.ntilde;\n  if (h1ModNtilde === BigInt(0) || h2ModNtilde === BigInt(0)) {\n    return false;\n  }\n  if (h1ModNtilde === BigInt(1) || h2ModNtilde === BigInt(1)) {\n    return false;\n  }\n  if (h1ModNtilde === h2ModNtilde) {\n    return false;\n  }\n  if (\n    ntildeProof.alpha.length > 256 ||\n    ntildeProof.alpha.length !== ITERATIONS ||\n    ntildeProof.t.length !== ITERATIONS\n  ) {\n    return false;\n  }\n  let msgToHash: Buffer = Buffer.concat([\n    bigIntToBufferBE(ntilde.h1),\n    bigIntToBufferBE(ntilde.h2),\n    bigIntToBufferBE(ntilde.ntilde),\n  ]);\n  for (let i = 0; i < ntildeProof.alpha.length; i++) {\n    msgToHash = Buffer.concat([\n      msgToHash,\n      bigIntToBufferBE(ntildeProof.alpha[i], Math.ceil(bitLength(ntilde.ntilde) / 8)),\n    ]);\n  }\n  const simulatedResponse = createHash('sha256').update(msgToHash).digest();\n  for (let i = 0; i < ntildeProof.alpha.length; i++) {\n    // Get the ith bit from a buffer of bytes.\n    const ithBit = (simulatedResponse[Math.floor(i / 8)] >> (7 - (i % 8))) & 1;\n    const h1PowTi = modPow(ntilde.h1, ntildeProof.t[i], ntilde.ntilde);\n    const h2PowCi = modPow(ntilde.h2, BigInt(ithBit), ntilde.ntilde);\n    const alphaMulh2PowCi = (ntildeProof.alpha[i] * h2PowCi) % ntilde.ntilde;\n    if (h1PowTi !== alphaMulh2PowCi) {\n      return false;\n    }\n  }\n  return true;\n}\n/**\n * Generate a zero-knowledge range proof that an encrypted value is \"small\".\n * @param {BaseCurve} curve An elliptic curve to use for group operations.\n * @param {number} modulusBits The bit count of the prover's public key.\n * @param {PublicKey} pk The prover's public key.\n * @param {DeserializedNtilde} ntilde The verifier's Ntilde values.\n * @param {bigint} c The ciphertext.\n * @param {bigint} m The plaintext.\n * @param {bigint} r The obfuscation value used to encrypt m.\n * @returns {RangeProof} The generated proof.\n */\nexport async function prove(\n  curve: BaseCurve,\n  modulusBits: number,\n  pk: PublicKey,\n  ntilde: DeserializedNtilde,\n  c: bigint,\n  m: bigint,\n  r: bigint\n): Promise<RangeProof> {\n  const modulusBytes = Math.floor((modulusBits + 7) / 8);\n  const q = curve.order();\n  const q3 = q ** BigInt(3);\n  const qntilde = q * ntilde.ntilde;\n  const q3ntilde = q3 * ntilde.ntilde;\n  const alpha = randBetween(q3);\n  const beta = await randomPositiveCoPrimeTo(pk.n);\n  const gamma = randBetween(q3ntilde);\n  const rho = randBetween(qntilde);\n  const z = (modPow(ntilde.h1, m, ntilde.ntilde) * modPow(ntilde.h2, rho, ntilde.ntilde)) % ntilde.ntilde;\n  const u = (modPow(pk.g, alpha, pk._n2) * modPow(beta, pk.n, pk._n2)) % pk._n2;\n  const w = (modPow(ntilde.h1, alpha, ntilde.ntilde) * modPow(ntilde.h2, gamma, ntilde.ntilde)) % ntilde.ntilde;\n  const hash = createHash('sha256');\n  hash.update('\\x06\\x00\\x00\\x00\\x00\\x00\\x00\\x00');\n  hash.update(bigIntToBufferBE(pk.n, modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(pk.g, modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(c, 2 * modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(z, modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(u, 2 * modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(w, modulusBytes));\n  hash.update('$');\n  const e = bigIntFromBufferBE(hash.digest()) % q;\n  const s = (modPow(r, e, pk.n) * beta) % pk.n;\n  const s1 = e * m + alpha;\n  const s2 = e * rho + gamma;\n  return { z, u, w, s, s1, s2 };\n}\n\n/**\n * Verify a zero-knowledge range proof that an encrypted value is \"small\".\n * @param {BaseCurve} curve An elliptic curve to use for group operations.\n * @param {number} modulusBits The bit count of the prover's public key.\n * @param {PublicKey} pk The prover's public key.\n * @param {DeserializedNtilde} ntilde The verifier's Ntilde values.\n * @param {RangeProof} proof The range proof.\n * @param {bigint} c The ciphertext.\n * @returns {boolean} True if verification succeeds.\n */\nexport function verify(\n  curve: BaseCurve,\n  modulusBits: number,\n  pk: PublicKey,\n  ntilde: DeserializedNtilde,\n  proof: RangeProof,\n  c: bigint\n): boolean {\n  if (proof.u === BigInt(0) || proof.s === BigInt(0)) {\n    return false;\n  }\n  const modulusBytes = Math.floor((modulusBits + 7) / 8);\n  const q = curve.order();\n  const q3 = q ** BigInt(3);\n  if (proof.s1 > q3) {\n    return false;\n  }\n  const hash = createHash('sha256');\n  hash.update('\\x06\\x00\\x00\\x00\\x00\\x00\\x00\\x00');\n  hash.update(bigIntToBufferBE(pk.n, modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(pk.g, modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(c, 2 * modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(proof.z, modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(proof.u, 2 * modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(proof.w, modulusBytes));\n  hash.update('$');\n  const e = bigIntFromBufferBE(hash.digest()) % q;\n  let products: bigint;\n  products = (modPow(pk.g, proof.s1, pk._n2) * modPow(proof.s, pk.n, pk._n2) * modPow(c, -e, pk._n2)) % pk._n2;\n  if (proof.u !== products) {\n    return false;\n  }\n  products =\n    (((modPow(ntilde.h1, proof.s1, ntilde.ntilde) * modPow(ntilde.h2, proof.s2, ntilde.ntilde)) % ntilde.ntilde) *\n      modPow(proof.z, -e, ntilde.ntilde)) %\n    ntilde.ntilde;\n  return proof.w === products;\n}\n\n/**\n * Generate a zero-knowledge range proof that a homomorphically manipulated value is \"small\".\n * @param {BaseCurve} curve An elliptic curve to use for group operations.\n * @param {number} modulusBits The bit count of the prover's public key.\n * @param {PublicKey} pk The prover's public key.\n * @param {DeserializedNtilde} ntilde The verifier's Ntilde values.\n * @param {bigint} c1 The original ciphertext.\n * @param {bigint} c2 The manipulated ciphertext.\n * @param {bigint} x The plaintext value multiplied by the original plaintext.\n * @param {bigint} y The plaintext value that is added to x.\n * @param {bigint} r The obfuscation value used to encrypt x.\n * @param {bigint} X The curve's base point raised to x.\n * @returns {RangeProofWithCheck} The generated proof.\n */\nexport async function proveWithCheck(\n  curve: BaseCurve,\n  modulusBits: number,\n  pk: PublicKey,\n  ntilde: DeserializedNtilde,\n  c1: bigint,\n  c2: bigint,\n  x: bigint,\n  y: bigint,\n  r: bigint,\n  X: bigint\n): Promise<RangeProofWithCheck> {\n  const modulusBytes = Math.floor((modulusBits + 7) / 8);\n  const q = curve.order();\n  const q3 = q ** BigInt(3);\n  const q7 = q ** BigInt(7);\n  const qntilde = q * ntilde.ntilde;\n  const q3ntilde = q3 * ntilde.ntilde;\n  const alpha = randBetween(q3);\n  const rho = randBetween(qntilde);\n  const sigma = randBetween(qntilde);\n  const tau = randBetween(q3ntilde);\n  const rhoprm = randBetween(q3ntilde);\n  const beta = await randomPositiveCoPrimeTo(pk.n);\n  const gamma = randBetween(q7);\n  const u = curve.basePointMult(curve.scalarReduce(alpha));\n  const z = (modPow(ntilde.h1, x, ntilde.ntilde) * modPow(ntilde.h2, rho, ntilde.ntilde)) % ntilde.ntilde;\n  const zprm = (modPow(ntilde.h1, alpha, ntilde.ntilde) * modPow(ntilde.h2, rhoprm, ntilde.ntilde)) % ntilde.ntilde;\n  const t = (modPow(ntilde.h1, y, ntilde.ntilde) * modPow(ntilde.h2, sigma, ntilde.ntilde)) % ntilde.ntilde;\n  const v =\n    (((modPow(c1, alpha, pk._n2) * modPow(pk.g, gamma, pk._n2)) % pk._n2) * modPow(beta, pk.n, pk._n2)) % pk._n2;\n  const w = (modPow(ntilde.h1, gamma, ntilde.ntilde) * modPow(ntilde.h2, tau, ntilde.ntilde)) % ntilde.ntilde;\n  const hash = createHash('sha256');\n  hash.update('\\x0d\\x00\\x00\\x00\\x00\\x00\\x00\\x00');\n  hash.update(bigIntToBufferBE(pk.n, modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(pk.g, modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(X, 33));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(c1, 2 * modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(c2, 2 * modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(u, 33));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(z, modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(zprm, modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(t, modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(v, 2 * modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(w, modulusBytes));\n  hash.update('$');\n  const e = bigIntFromBufferBE(hash.digest()) % q;\n  const s = (modPow(r, e, pk.n) * beta) % pk.n;\n  const s1 = e * x + alpha;\n  const s2 = e * rho + rhoprm;\n  const t1 = e * y + gamma;\n  const t2 = e * sigma + tau;\n  return { z, zprm, t, v, w, s, s1, s2, t1, t2, u };\n}\n\n/**\n * Verify a zero-knowledge range proof that a homomorphically manipulated value is \"small\".\n * @param {BaseCurve} curve An elliptic curve to use for group operations.\n * @param {number} modulusBits The bit count of the prover's public key.\n * @param {PublicKey} pk The prover's public key.\n * @param {DeserializedNtilde} ntilde The verifier's Ntilde values.\n * @param {RangeProofWithCheck} proof The range proof.\n * @param {bigint} c1 The original ciphertext.\n * @param {bigint} c2 The manipulated ciphertext.\n * @param {bigint} X The curve's base point raised to x.\n * @returns {boolean} True if verification succeeds.\n */\nexport function verifyWithCheck(\n  curve: BaseCurve,\n  modulusBits: number,\n  pk: PublicKey,\n  ntilde: DeserializedNtilde,\n  proof: RangeProofWithCheck,\n  c1: bigint,\n  c2: bigint,\n  X: bigint\n): boolean {\n  const modulusBytes = Math.floor((modulusBits + 7) / 8);\n  const q = curve.order();\n  const q3 = q ** BigInt(3);\n  const q7 = q ** BigInt(7);\n  if (proof.s1 > q3) {\n    return false;\n  }\n  if (proof.t1 > q7) {\n    return false;\n  }\n  const hash = createHash('sha256');\n  hash.update('\\x0d\\x00\\x00\\x00\\x00\\x00\\x00\\x00');\n  hash.update(bigIntToBufferBE(pk.n, modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(pk.g, modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(X, 33));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(c1, 2 * modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(c2, 2 * modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(proof.u, 33));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(proof.z, modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(proof.zprm, modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(proof.t, modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(proof.v, 2 * modulusBytes));\n  hash.update('$');\n  hash.update(bigIntToBufferBE(proof.w, modulusBytes));\n  hash.update('$');\n  const e = bigIntFromBufferBE(hash.digest()) % q;\n  const gS1 = curve.basePointMult(curve.scalarReduce(proof.s1));\n  const xEU = curve.pointAdd(curve.pointMultiply(X, e), proof.u);\n  if (gS1 !== xEU) {\n    return false;\n  }\n  let left, right;\n  const h1ExpS1 = modPow(ntilde.h1, proof.s1, ntilde.ntilde);\n  const h2ExpS2 = modPow(ntilde.h2, proof.s2, ntilde.ntilde);\n  left = (h1ExpS1 * h2ExpS2) % ntilde.ntilde;\n  const zExpE = modPow(proof.z, e, ntilde.ntilde);\n  right = (zExpE * proof.zprm) % ntilde.ntilde;\n  if (left !== right) {\n    return false;\n  }\n  const h1ExpT1 = modPow(ntilde.h1, proof.t1, ntilde.ntilde);\n  const h2ExpT2 = modPow(ntilde.h2, proof.t2, ntilde.ntilde);\n  left = (h1ExpT1 * h2ExpT2) % ntilde.ntilde;\n  const tExpE = modPow(proof.t, e, ntilde.ntilde);\n  right = (tExpE * proof.w) % ntilde.ntilde;\n  if (left !== right) {\n    return false;\n  }\n  const c1ExpS1 = modPow(c1, proof.s1, pk._n2);\n  const sExpN = modPow(proof.s, pk.n, pk._n2);\n  const gammaExpT1 = modPow(pk.g, proof.t1, pk._n2);\n  left = (((c1ExpS1 * sExpN) % pk._n2) * gammaExpT1) % pk._n2;\n  const c2ExpE = modPow(c2, e, pk._n2);\n  right = (c2ExpE * proof.v) % pk._n2;\n  return left === right;\n}\n"]}Выполнить команду
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