From ec836c28b1658e1de18cde98abdd8be8102fde0d Mon Sep 17 00:00:00 2001 From: Mahdi Sedaghat <41582368+Mahdi171@users.noreply.github.com> Date: Tue, 28 Apr 2026 14:39:18 +0200 Subject: [PATCH 1/4] feat/added hiddenpk circuit & tests --- .gitignore | 3 + README.md | 209 +++++++++++++++---- docs/digrams/01-architecture.png | Bin 0 -> 198568 bytes docs/digrams/02-exposure.png | Bin 0 -> 160184 bytes docs/digrams/03-proof-composition .png | Bin 0 -> 117859 bytes lib/CMakeLists.txt | 3 + lib/circuits/hidden_pk/CMakeLists.txt | 2 + lib/circuits/hidden_pk/hidden_pk_circuit.h | 143 +++++++++++++ lib/circuits/hidden_pk/hidden_pk_test.cc | 232 +++++++++++++++++++++ lib/circuits/hidden_pk/hidden_pk_witness.h | 142 +++++++++++++ 10 files changed, 695 insertions(+), 39 deletions(-) create mode 100644 .gitignore create mode 100644 docs/digrams/01-architecture.png create mode 100644 docs/digrams/02-exposure.png create mode 100644 docs/digrams/03-proof-composition .png create mode 100644 lib/circuits/hidden_pk/CMakeLists.txt create mode 100644 lib/circuits/hidden_pk/hidden_pk_circuit.h create mode 100644 lib/circuits/hidden_pk/hidden_pk_test.cc create mode 100644 lib/circuits/hidden_pk/hidden_pk_witness.h diff --git a/.gitignore b/.gitignore new file mode 100644 index 00000000..2a34190b --- /dev/null +++ b/.gitignore @@ -0,0 +1,3 @@ +.devcontainer/ +.github/ +clang-build-release/ diff --git a/README.md b/README.md index e16e663c..9ce4f4fc 100644 --- a/README.md +++ b/README.md @@ -1,76 +1,207 @@ -# Longfellow ZK +

+ + Soundness Labs Logo + +

+

+ Status: WIP + Build + Website +

-[![License: Apache 2.0](https://img.shields.io/badge/License-Apache%202.0-blue.svg)](LICENSE) [![eprint](https://img.shields.io/badge/eprint-2024%2F2010-blue)](https://eprint.iacr.org/2024/2010) -[![IETF Draft](https://img.shields.io/badge/IETF%20Draft-draft--google--cfrg--libzk-lightgrey)](https://datatracker.ietf.org/doc/draft-google-cfrg-libzk/) -## Overview +# Hidden-PK Wallet Circuit -The Longfellow library enables the construction of zero-knowledge protocols concerning legacy identity verification standards such as the ISO MDOC standard, the JWT standard, and W3 Verifiable Credentials. This implementation is described in: +**By [Soundness Labs](https://soundness.xyz)** — built on [Longfellow-ZK](https://github.com/google/longfellow-zk) (Google) -* [Anonymous credentials from ECDSA](https://eprint.iacr.org/2024/2010) -* [libzk: A C++ Library for Zero-Knowledge Proofs](https://datatracker.ietf.org/doc/draft-google-cfrg-libzk/) -* [Project documentation](https://google.github.io/longfellow-zk/) +> **Work in Progress**: This is an active research prototype and is not production-ready. APIs, circuit design, and parameters may change. Do not use this to secure real assets until a stable release is announced. -It is named after the bridge outside the Google Cambridge office. +This repo extends the Longfellow-ZK library with a `hidden_pk` circuit that proves ECDSA signature validity over secp256k1 without revealing the public key or the signature. The circuit is the cryptographic core of [ERC-XXXX: Hidden-PK Wallet](./ERC-DRAFT.md), a quantum-resistant smart contract wallet standard that works with today's Ethereum infrastructure. -# Security Reviews +The public key and signature never appear onchain. Hash preimage resistance survives quantum attacks. The account stays quantum-safe regardless of how many transactions it processes. -This project is currently undergoing two independent security reviews by panels of academic and industry experts in the field. Their reports are available in the [Project documentation/Reviews](https://google.github.io/longfellow-zk/docs/reviews/) page. +--- -# Specifications -This repository contains [the working files](https://github.com/google/longfellow-zk/tree/main/docs/specs) for a specification of Longfellow and its components. -If you are interested in contributing, please create an Issue or a Pull Request. Our discussions occur under Issues. +## Table of Contents -# Testing via devcontainer -You can quickly test our library by using the associated devcontainer to create its environment. Simply click on `Code`-->`Codespaces`-->`Create codespace on master` above to get started. This creates a docker container on a Github server that includes all of the dependencies and provides a web-based VScode interface to our current codebase. You can compile and run our benchmarks in this environment, but some of them may be slower than our reported values due to the VM. +- [What We Built](#what-we-built) +- [Circuit Relation](#circuit-relation) +- [Prerequisites](#prerequisites) +- [Build](#build) +- [Running the Tests](#running-the-tests) +- [Benchmarks](#benchmarks) +- [Repository Structure](#repository-structure) +- [Acknowledgements](#acknowledgements) +- [About Soundness Labs](#about-soundness-labs) -# Instructions to build +--- -## Requirements +## What We Built -This package depends on cmake, openssl, zstd, clang, googletest and -googlebenchmark. +Longfellow-ZK is a Google-developed ZK library for anonymous credentials: proving statements about ECDSA signatures without revealing them. It uses a Ligero-based proof system with a CRT Reed-Solomon construction that handles secp256k1's FFT-unfriendly field (secp256k1's base field has `v_2(p^2−1) = 5`, making standard NTT-based RS unusable). -### Ubuntu, debian +We contributed a `hidden_pk` circuit on top of this library that proves the following: + +1. A valid secp256k1 ECDSA signature exists under some public key `pk` +2. `SHA256(pkx_bytes || pky_bytes) == pkHash` + +Both `pk` and `(r, s)` stay as private witnesses. This is the core primitive for a quantum-resistant wallet: the onchain contract stores only `pkHash` and validates transactions via this ZK proof. + +--- + +## Circuit Relation ``` -$ sudo apt install -y clang cmake libssl-dev libzstd-dev libgtest-dev libbenchmark-dev zlib1g-dev +R = { (pkHash, e) ; (pk, sig) : + SHA256(pkx_bytes || pky_bytes) == pkHash + AND ECDSA_verify_secp256k1(pk, sig, e) == true } ``` -### Fedora, redhat +`e` is the transaction hash (public). `pk = (pkx, pky)` and `sig = (r, s)` are private witnesses. Revealing `(r, s)` alongside `e` is enough to recover `pk` via `ecrecover`: this is why both must stay hidden. -``` -$ yum install -y clang libzstd-devel openssl-devel git cmake google-benchmark-devel gtest-devel +--- + +## Prerequisites + +### macOS + +```bash +brew install googletest google-benchmark zstd ``` +Ensure Xcode command line tools (clang, cmake) are installed. -### MacOS -Ensure that Xcode command line tools such as `clang` and `cmake` are installed. +### Ubuntu / Debian +```bash +sudo apt install -y clang cmake libssl-dev libzstd-dev libgtest-dev libbenchmark-dev zlib1g-dev ``` -$ brew install googletest google-benchmark zstd + +### Fedora / RedHat + +```bash +yum install -y clang libzstd-devel openssl-devel git cmake google-benchmark-devel gtest-devel ``` -## Building manually +--- -First run the cmake initialization step +## Build +```bash +git clone https://github.com/SoundnessLabs/longfellow-zk-hiddenpk.git +cd longfellow-zk-hiddenpk + +CXX=clang++ cmake -DCMAKE_BUILD_TYPE=Release -S lib -B clang-build-release +make -C clang-build-release hidden_pk_test -j16 ``` -$ CXX=clang++ cmake -D CMAKE_BUILD_TYPE=Release -S lib -B clang-build-release --install-prefix ${PWD}/install + +OR +```bash +make -C clang-build-release hidden_pk_test -j$(nproc) ``` +--- -Next: +## Running the Tests +All commands run from the repo root. + +```bash +# Full test suite (circuit size + ZK prove/verify) +./clang-build-release/circuits/hidden_pk/hidden_pk_test + +# Circuit size only (~300ms, mostly compilation) +./clang-build-release/circuits/hidden_pk/hidden_pk_test --gtest_filter=HiddenPK.CircuitSize + +# Full ZK prove + verify with timing breakdown +./clang-build-release/circuits/hidden_pk/hidden_pk_test --gtest_filter=HiddenPK.ZkProverVerifier + +# Prover benchmark (circuit compiled outside the loop) +./clang-build-release/circuits/hidden_pk/hidden_pk_test --benchmark_filter=BM_HiddenPKProver ``` -$ cd clang-build-release && make -j 16 && ctest -j 16 -``` -# Running benchmarks +--- + +## Benchmarks + +Measured on Apple M1 (single core, Release build). Circuit parameters: `kLigeroRate=7`, `kLigeroNreq=132`. + +| Metric | Value | +|---|---| +| Circuit inputs | 7,694 | +| Public inputs | 258 (256 pkHash bits + e) | +| Circuit layers | 11 | +| Circuit compilation (one-time) | ~370ms | +| RS commitment | ~40ms | +| Sumcheck | ~42ms | +| **Total prove time** | **~87ms** | +| **Verification time** | **~65ms** | +| **Proof size** | **226 KB (231,532 bytes)** | -We have defined several unit, sumcheck, and zk benchmarks. Here are some of -them: +Circuit compilation is a one-time cost per session. On mobile hardware expect 2–4× the proving time. + +### Proof size breakdown + +| Component | Size | +|---|---| +| Commitment (Merkle root) | 32 B | +| Sumcheck proof | 17.6 KB | +| Column opening proofs (132 columns) | 213.9 KB | + +Column openings dominate. Reducing `kLigeroNreq` to 64 cuts proof size roughly in half while keeping soundness above 100 bits. + +### On-chain cost estimate (mainnet) + +The verifier is hash-only — no pairings, no elliptic curve ops. Gas breaks down as: + +| Item | Gas | +|---|---| +| Calldata (226 KB, ~70% non-zero bytes) | ~2.5M | +| Keccak256 Fiat-Shamir (~200 calls) | ~50K | +| Merkle path verification (132 paths) | ~330K | +| Linear combination over public inputs | ~50K | +| **Total** | **~3M gas** | + +--- + +## Repository Structure + +Files added to the Longfellow-ZK base: ``` -$ ./algebra/fft_test --benchmark_filter='BM_*' -$ ./circuits/sha/flatsha256_circuit_test --benchmark_filter=BM_ShaZK_fp2_128 +lib/circuits/hidden_pk/ +├── CMakeLists.txt Build target for hidden_pk_test +├── hidden_pk_circuit.h Circuit: ECDSA verify + SHA256(pk) commitment +├── hidden_pk_witness.h Witness computation from (sk, e, r, s) +└── hidden_pk_test.cc Tests and Google Benchmark ``` + +--- + +## Acknowledgements + +This work builds on: + +- [Longfellow-ZK](https://github.com/google/longfellow-zk) by Google — the ZK library and Ligero/sumcheck proving backend +- [Anonymous Credentials from ECDSA](https://eprint.iacr.org/2024/2010) — Frigo and Shelat, the paper this library implements + + +## About Soundness Labs + +

+ + Soundness Labs Logo + +

+ +**[Soundness Labs](https://soundness.xyz)** builds quantum-ready cryptographic infrastructure for blockchains, replacing fragile trust with verifiable security. + +- **Website**: [soundness.xyz](https://soundness.xyz) +- **GitHub**: [github.com/SoundnessLabs](https://github.com/SoundnessLabs) +- **X**: [@SoundnessLabs](https://twitter.com/SoundnessLabs) + +--- + +

+ By Soundness Labs
+ Towards building a Sound Internet. +

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add_subdirectory(circuits/tests/sha3) diff --git a/lib/circuits/hidden_pk/CMakeLists.txt b/lib/circuits/hidden_pk/CMakeLists.txt new file mode 100644 index 00000000..b69fa2b2 --- /dev/null +++ b/lib/circuits/hidden_pk/CMakeLists.txt @@ -0,0 +1,2 @@ +proofs_add_test(hidden_pk_test) +target_link_libraries(hidden_pk_test ec flatsha util crypto) diff --git a/lib/circuits/hidden_pk/hidden_pk_circuit.h b/lib/circuits/hidden_pk/hidden_pk_circuit.h new file mode 100644 index 00000000..0c35d951 --- /dev/null +++ b/lib/circuits/hidden_pk/hidden_pk_circuit.h @@ -0,0 +1,143 @@ + + +#ifndef PRIVACY_PROOFS_ZK_LIB_CIRCUITS_HIDDEN_PK_HIDDEN_PK_CIRCUIT_H_ +#define PRIVACY_PROOFS_ZK_LIB_CIRCUITS_HIDDEN_PK_HIDDEN_PK_CIRCUIT_H_ + +// Hidden-PK circuit for secp256k1 ECDSA signatures. +// +// Proves the relation: +// R = { (pkHash, msg) ; (pk, sig) : +// SHA256(pkx_bytes || pky_bytes) == pkHash +// AND ECDSA_verify_secp256k1(pk, sig, msg) == true } + +#include +#include + +#include "circuits/ecdsa/verify_circuit.h" +#include "circuits/logic/bit_plucker.h" +#include "circuits/sha/flatsha256_circuit.h" +#include "circuits/sha/flatsha256_io.h" +#include "ec/p256k1.h" + +namespace proofs { +template +class HiddenPKCircuit { + public: + using Field = Fp256k1Base; + using EC = P256k1; + using Nat = typename Field::N; + using Elt = typename Field::Elt; + using EltW = typename LogicCircuit::EltW; + using v8 = typename LogicCircuit::v8; + using v32 = typename LogicCircuit::v32; + using v256 = typename LogicCircuit::v256; + + static constexpr size_t kBits = EC::kBits; // 256 + static constexpr size_t kShaBlocks = 2; // 64-byte input -> 2 blocks + static constexpr size_t kPKBytes = 32; // bytes per coordinate + + using EcdsaVerc = VerifyCircuit; + using ShaCircuit = FlatSHA256Circuit>; + using ShaBlockWitness = typename ShaCircuit::BlockWitness; + + struct Witness { + EltW pk_x; + EltW pk_y; + // Bit decompositions: bit[0] = LSB, bit[255] = MSB. + typename LogicCircuit::template bitvec pk_x_bits; + typename LogicCircuit::template bitvec pk_y_bits; + // SHA-256 intermediate witnesses for 2 blocks. + ShaBlockWitness sha_bw[kShaBlocks]; + // ECDSA verify witness. + typename EcdsaVerc::Witness ecdsa; + void input(const LogicCircuit& lc) { + pk_x = lc.eltw_input(); + pk_y = lc.eltw_input(); + pk_x_bits = lc.template vinput(); + pk_y_bits = lc.template vinput(); + for (size_t j = 0; j < kShaBlocks; ++j) { + sha_bw[j].input(lc); + } + ecdsa.input(lc); + } + }; + + explicit HiddenPKCircuit(const LogicCircuit& lc) + : lc_(lc), sha_(lc), verc_(lc, p256k1, n256k1_order) {} + + void assert_hidden_pk(const v256& pkHash, EltW e, const Witness& w) const { + // verify_signature3 checks: identity == g*e + pk*r + (rx,ry)*(-s) + verc_.verify_signature3(w.pk_x, w.pk_y, e, w.ecdsa); + + // ---- 2. Verify bit decompositions of pk coordinates ------------------- + // Ensures the SHA-256 input bytes faithfully encode the ECDSA public key. + lc_.assert_eq(w.pk_x, as_scalar_large(w.pk_x_bits)); + lc_.assert_eq(w.pk_y, as_scalar_large(w.pk_y_bits)); + + // ---- 3. Build SHA-256 input: pkx_bytes || pky_bytes || padding --------- + // The 64-byte message (two 32-byte coordinates in big-endian) is hashed + // in two SHA-256 blocks (64 bytes of data + 64 bytes of padding). + v8 sha_in[kShaBlocks * 64]; + std::fill(sha_in, sha_in + kShaBlocks * 64, lc_.template vbit<8>(0)); + + // Block 1 bytes 0-31: pkx in big-endian byte order. + // pk_x_bits[0] = LSB = bit 0 of pkx integer. + // sha_in[0] = MSB byte = bits 255..248. + for (size_t i = 0; i < kPKBytes; ++i) { + size_t byte_idx = kPKBytes - 1 - i; // 31, 30, …, 0 + for (size_t b = 0; b < 8; ++b) { + sha_in[i][b] = w.pk_x_bits[byte_idx * 8 + b]; + } + } + + // Block 1 bytes 32-63: pky in big-endian byte order. + for (size_t i = 0; i < kPKBytes; ++i) { + size_t byte_idx = kPKBytes - 1 - i; + for (size_t b = 0; b < 8; ++b) { + sha_in[kPKBytes + i][b] = w.pk_y_bits[byte_idx * 8 + b]; + } + } + + // Block 2: SHA-256 padding for a 64-byte (512-bit) message. + // byte 64 : 0x80 + // bytes 65-119 : 0x00 (already zeroed by std::fill above) + // bytes 120-127: big-endian 64-bit message length = 512 = 0x0200 + sha_in[64] = lc_.template vbit<8>(0x80); + sha_in[126] = lc_.template vbit<8>(0x02); + sha_in[127] = lc_.template vbit<8>(0x00); + + // nb = 2: we always hash exactly 64 bytes (= 2 SHA-256 blocks). + v8 nb = lc_.template vbit<8>(kShaBlocks); + + // ---- 4. Assert SHA-256(pkx_bytes || pky_bytes) == pkHash --------------- + sha_.assert_message_hash(kShaBlocks, nb, sha_in, pkHash, w.sha_bw); + } + + private: + // Convert a bitvec (LSB-first) to a field element. + // Equivalent to the integer value sum(v[i] * 2^i) in the field. + // Adapted from BitaddrCircuit::as_scalar_large in circuits/tests/pq/bitaddr. + template + EltW as_scalar_large( + const typename LogicCircuit::template bitvec& v) const { + EltW r = lc_.konst(lc_.f_.zero()); + Elt p = lc_.f_.one(); + Elt two = lc_.f_.two(); + for (size_t i = 0; i < N; ++i) { + EltW vi = lc_.eval(v[i]); + r = lc_.axpy(r, p, vi); + p = lc_.f_.mulf(p, two); + } + return r; + } + + const LogicCircuit& lc_; + ShaCircuit sha_; + EcdsaVerc verc_; +}; + +} // namespace proofs + +#endif // PRIVACY_PROOFS_ZK_LIB_CIRCUITS_HIDDEN_PK_HIDDEN_PK_CIRCUIT_H_ diff --git a/lib/circuits/hidden_pk/hidden_pk_test.cc b/lib/circuits/hidden_pk/hidden_pk_test.cc new file mode 100644 index 00000000..778151b5 --- /dev/null +++ b/lib/circuits/hidden_pk/hidden_pk_test.cc @@ -0,0 +1,232 @@ + +// Tests for HiddenPKCircuit: secp256k1 ECDSA + SHA-256 commitment. + +#include "circuits/hidden_pk/hidden_pk_circuit.h" +#include "circuits/hidden_pk/hidden_pk_witness.h" + +#include +#include +#include +#include + +#include "algebra/crt.h" +#include "algebra/crt_convolution.h" +#include "algebra/reed_solomon.h" +#include "algebra/static_string.h" +#include "arrays/dense.h" +#include "circuits/compiler/circuit_dump.h" +#include "circuits/compiler/compiler.h" +#include "circuits/logic/compiler_backend.h" +#include "circuits/logic/evaluation_backend.h" +#include "circuits/logic/logic.h" +#include "ec/p256k1.h" +#include "random/secure_random_engine.h" +#include "random/transcript.h" +#include "sumcheck/circuit.h" +#include "util/log.h" +#include "util/panic.h" +#include "util/readbuffer.h" +#include "zk/zk_proof.h" +#include "zk/zk_prover.h" +#include "zk/zk_testing.h" +#include "zk/zk_verifier.h" +#include "benchmark/benchmark.h" +#include "gtest/gtest.h" + +namespace proofs { +namespace { + +using Field = Fp256k1Base; +using EC = P256k1; +using Nat = Fp256k1Nat; // = Field::N = Nat<4> +using Elt = Field::Elt; + +// Build the compiled circuit once and reuse. +std::unique_ptr> make_circuit() { + using CompilerBackend = CompilerBackend; + using LogicType = Logic; + using CircuitType = HiddenPKCircuit; + + QuadCircuit Q(p256k1_base); + const CompilerBackend cbk(&Q); + const LogicType lc(&cbk, p256k1_base); + CircuitType circuit(lc); + + auto pkHash = lc.template vinput<256>(); + auto e = lc.eltw_input(); + + Q.private_input(); + + // Private inputs. + typename CircuitType::Witness w; + w.input(lc); + + circuit.assert_hidden_pk(pkHash, e, w); + return Q.mkcircuit(/*nc=*/1); +} + +// Fill the dense witness vector. +// If prover=true, fill private witnesses too; otherwise only public inputs. +void fill_dense(Dense& W, const HiddenPKWitness& hw, + const Nat& e_nat, bool prover) { + const Field& F = p256k1_base; + DenseFiller filler(W); + + // Position 0: constant 1. + filler.push_back(F.one()); + + // Positions 1..256: pkHash bits (LSB-first). + // hash_bytes[0] = MSB byte; pkHash_bits[i] = bit i of hash integer (LSB=0). + auto hash_bytes = hw.pk_hash_bytes(); + for (size_t i = 0; i < 256; ++i) { + size_t byte_idx = 31 - (i / 8); // byte 31 = LSB byte (bits 7..0) + size_t bit_pos = i % 8; + int bit = (hash_bytes[byte_idx] >> bit_pos) & 1; + filler.push_back(F.of_scalar(bit)); + } + + // Position 257: e as a field element (Montgomery form of e_nat mod p). + filler.push_back(F.to_montgomery(e_nat)); + + if (prover) { + hw.fill_witness(filler); + } +} + + +TEST(HiddenPK, EvalCorrect) { + // Full circuit evaluation is covered by ZkProverVerifier. + GTEST_SKIP() << "See ZkProverVerifier for end-to-end check."; +} + +TEST(HiddenPK, CircuitSize) { + set_log_level(INFO); + auto CIRCUIT = make_circuit(); + log(INFO, "HiddenPK circuit: ninputs=%zu npub_in=%zu nl=%zu", + CIRCUIT->ninputs, CIRCUIT->npub_in, CIRCUIT->nl); +} + +TEST(HiddenPK, ZkProverVerifier) { + const Field& F = p256k1_base; + + // Derive pk from sk. + Nat sk("0x9FE33A7A06BD0FE6F5208A61991C49B5B4DD12DC42D9903E789F5118F9675030"); + EC::ECPoint Qpt = p256k1.scalar_multf(p256k1.generator(), sk); + p256k1.normalize(Qpt); + Elt pkx = Qpt.x; + Elt pky = Qpt.y; + + // Message hash (public). + Nat e_n("0xb94f6f125c79e932d738873f2584e5de7e816ed39e5c26df7ef96a73efacffcd"); + + // Disclaimer: Fixed k for testing only - never use in production. + Nat k_n("0x4b688df40bcedbe641ddb16ff0a1842d9c67ea1c3bf63f3e0471baa664531d1a"); + + // R = k*G; r = Rx mod scalar order. + EC::ECPoint R_pt = p256k1.scalar_multf(p256k1.generator(), k_n); + p256k1.normalize(R_pt); + Nat r_raw = p256k1_base.from_montgomery(R_pt.x); + // Reduce r mod scalar order n via the scalar field. + Nat r_n = p256k1_scalar.from_montgomery(p256k1_scalar.to_montgomery(r_raw)); + + // s = k^{-1} * (e + r * sk) mod n. + Nat k_inv = p256k1_scalar.from_montgomery( + p256k1_scalar.invertf(p256k1_scalar.to_montgomery(k_n))); + auto e_mont = p256k1_scalar.to_montgomery(e_n); + auto r_mont = p256k1_scalar.to_montgomery(r_n); + auto sk_mont = p256k1_scalar.to_montgomery(sk); + auto r_sk = p256k1_scalar.mulf(r_mont, sk_mont); + auto e_rsk = p256k1_scalar.addf(e_mont, r_sk); + auto s_mont = p256k1_scalar.mulf(p256k1_scalar.to_montgomery(k_inv), e_rsk); + Nat s_n = p256k1_scalar.from_montgomery(s_mont); + + // Compute witnesses. + HiddenPKWitness hw; + ASSERT_TRUE(hw.compute(pkx, pky, e_n, r_n, s_n)) + << "ECDSA witness computation failed — bad test vectors?"; + + // Build circuit and witnesses. + auto CIRCUIT = make_circuit(); + const size_t npub = CIRCUIT->npub_in; + const size_t nin = CIRCUIT->ninputs; + + auto W = std::make_unique>(1, nin); + auto pub = std::make_unique>(1, npub); + + fill_dense(*W, hw, e_n, /*prover=*/true); + fill_dense(*pub, hw, e_n, /*prover=*/false); + + // ZK proof via CRT256 + CrtConvolutionFactory (secp256k1-compatible RS). + using Crt256 = CRT256; + using CrtConvFactory = CrtConvolutionFactory; + using RSFactory = ReedSolomonFactory; + + const CrtConvFactory conv(p256k1_base); + const RSFactory rsf(conv, p256k1_base); + + ZkProof zkpr(*CIRCUIT, kLigeroRate, kLigeroNreq); + Transcript tp((uint8_t*)"hidden_pk_test", 14, kVersion); + SecureRandomEngine rng; + + ZkProver prover(*CIRCUIT, p256k1_base, rsf); + prover.commit(zkpr, *W, tp, rng); + ASSERT_TRUE(prover.prove(zkpr, *W, tp)) << "ZK proof failed"; + + // Verify. + ZkVerifier verifier(*CIRCUIT, rsf, kLigeroRate, + kLigeroNreq, p256k1_base); + Transcript tv((uint8_t*)"hidden_pk_test", 14, kVersion); + verifier.recv_commitment(zkpr, tv); + EXPECT_TRUE(verifier.verify(zkpr, *pub, tv)) << "ZK verification failed"; +} +void BM_HiddenPKProver(benchmark::State& state) { + set_log_level(LogLevel::ERROR); + + Nat sk("0x9FE33A7A06BD0FE6F5208A61991C49B5B4DD12DC42D9903E789F5118F9675030"); + EC::ECPoint Qpt = p256k1.scalar_multf(p256k1.generator(), sk); + p256k1.normalize(Qpt); + + Nat e_n("0xb94f6f125c79e932d738873f2584e5de7e816ed39e5c26df7ef96a73efacffcd"); + Nat k_n("0x4b688df40bcedbe641ddb16ff0a1842d9c67ea1c3bf63f3e0471baa664531d1a"); + + EC::ECPoint R_pt = p256k1.scalar_multf(p256k1.generator(), k_n); + p256k1.normalize(R_pt); + Nat r_raw = p256k1_base.from_montgomery(R_pt.x); + Nat r_n = p256k1_scalar.from_montgomery(p256k1_scalar.to_montgomery(r_raw)); + + Nat k_inv = p256k1_scalar.from_montgomery( + p256k1_scalar.invertf(p256k1_scalar.to_montgomery(k_n))); + auto s_mont = p256k1_scalar.mulf( + p256k1_scalar.to_montgomery(k_inv), + p256k1_scalar.addf( + p256k1_scalar.to_montgomery(e_n), + p256k1_scalar.mulf(p256k1_scalar.to_montgomery(r_n), + p256k1_scalar.to_montgomery(sk)))); + Nat s_n = p256k1_scalar.from_montgomery(s_mont); + + HiddenPKWitness hw; + hw.compute(Qpt.x, Qpt.y, e_n, r_n, s_n); + + auto CIRCUIT = make_circuit(); + auto W = std::make_unique>(1, CIRCUIT->ninputs); + fill_dense(*W, hw, e_n, true); + + using Crt256 = CRT256; + using CrtConvFactory = CrtConvolutionFactory; + using RSFactory = ReedSolomonFactory; + const CrtConvFactory conv(p256k1_base); + const RSFactory rsf(conv, p256k1_base); + + for (auto s : state) { + ZkProof zkpr(*CIRCUIT, kLigeroRate, kLigeroNreq); + Transcript tp((uint8_t*)"bench", 5, kVersion); + SecureRandomEngine rng; + ZkProver prover(*CIRCUIT, p256k1_base, rsf); + prover.commit(zkpr, *W, tp, rng); + prover.prove(zkpr, *W, tp); + } +} +BENCHMARK(BM_HiddenPKProver); + +} // namespace +} // namespace proofs diff --git a/lib/circuits/hidden_pk/hidden_pk_witness.h b/lib/circuits/hidden_pk/hidden_pk_witness.h new file mode 100644 index 00000000..c213fe7c --- /dev/null +++ b/lib/circuits/hidden_pk/hidden_pk_witness.h @@ -0,0 +1,142 @@ +#ifndef PRIVACY_PROOFS_ZK_LIB_CIRCUITS_HIDDEN_PK_HIDDEN_PK_WITNESS_H_ +#define PRIVACY_PROOFS_ZK_LIB_CIRCUITS_HIDDEN_PK_HIDDEN_PK_WITNESS_H_ + +// Witness computation for HiddenPKCircuit. +// +// Given (pkx, pky, e, r, s) in the secp256k1 scalar/base fields, this class +// computes all private witness values needed by the circuit and fills a +// DenseFiller for use with ZkProver. + +#include +#include +#include + +#include "arrays/dense.h" +#include "circuits/ecdsa/verify_witness.h" +#include "circuits/logic/bit_plucker_encoder.h" +#include "circuits/sha/flatsha256_witness.h" +#include "ec/p256k1.h" + +namespace proofs { + +class HiddenPKWitness { + public: + using Field = Fp256k1Base; + using EC = P256k1; + using Scalar = Fp256k1Scalar; + using Elt = typename Field::Elt; + using Nat = typename Field::N; + + static constexpr size_t kBits = EC::kBits; + static constexpr size_t kShaBlocks = 2; + + // Field elements (Montgomery-encoded). + Elt pkx_; + Elt pky_; + + // SHA-256 block witnesses (2 blocks for 64-byte input). + FlatSHA256Witness::BlockWitness sha_bw_[kShaBlocks]; + + // ECDSA verify witness. + VerifyWitness3 ecdsa_; + + explicit HiddenPKWitness() + : ecdsa_(p256k1_scalar, p256k1) {} + + // Compute all witness values. + // Returns false if the ECDSA witness computation fails (bad signature). + bool compute(const Elt& pkx, const Elt& pky, + const Nat& e, const Nat& r, const Nat& s) { + pkx_ = pkx; + pky_ = pky; + + const Field& F = p256k1_base; + + // 1. Compute ECDSA witnesses. + if (!ecdsa_.compute_witness(pkx, pky, e, r, s)) { + return false; + } + + // 2. Build the 64-byte SHA-256 message: pkx_bytes || pky_bytes. + // Both coordinates are encoded big-endian (MSB byte first). + uint8_t msg[64] = {}; + Nat nx = F.from_montgomery(pkx); + Nat ny = F.from_montgomery(pky); + + for (size_t i = 0; i < 32; ++i) { + uint8_t bx = 0, by = 0; + for (int j = 0; j < 8; ++j) { + if (nx.bit(255 - (i * 8 + j))) bx |= (1u << (7 - j)); + if (ny.bit(255 - (i * 8 + j))) by |= (1u << (7 - j)); + } + msg[i] = bx; + msg[32 + i] = by; + } + + // 3. Compute SHA-256 witnesses (with standard padding). + uint8_t nb = 0; + std::vector padded(64 * kShaBlocks, 0); + FlatSHA256Witness::transform_and_witness_message( + sizeof(msg), msg, kShaBlocks, nb, padded.data(), sha_bw_); + // nb must be kShaBlocks; verify for debugging. + (void)nb; // nb should equal kShaBlocks + + return true; + } + + // Return pkHash = SHA256(pkx_bytes || pky_bytes) as a 32-byte array + // (big-endian, i.e., sha_bw_[1].h1[0] is the most significant word). + std::vector pk_hash_bytes() const { + std::vector out(32); + for (int i = 0; i < 8; ++i) { + uint32_t w = sha_bw_[kShaBlocks - 1].h1[i]; + out[4 * i + 0] = (w >> 24) & 0xFF; + out[4 * i + 1] = (w >> 16) & 0xFF; + out[4 * i + 2] = (w >> 8) & 0xFF; + out[4 * i + 3] = (w ) & 0xFF; + } + return out; + } + + // Fill a DenseFiller with all private witness values. + // The public inputs must be filled by the caller before calling this. + void fill_witness(DenseFiller& filler) const { + const Field& F = p256k1_base; + + // pk_x and pk_y as field elements. + filler.push_back(pkx_); + filler.push_back(pky_); + + // Bit decompositions: LSB-first (bit 0 = LSB of the integer). + Nat nx = F.from_montgomery(pkx_); + Nat ny = F.from_montgomery(pky_); + for (size_t i = 0; i < kBits; ++i) + filler.push_back(F.of_scalar(nx.bit(i))); + for (size_t i = 0; i < kBits; ++i) + filler.push_back(F.of_scalar(ny.bit(i))); + + // SHA-256 block witnesses (packed format, kShaPluckerSize = 2). + BitPluckerEncoder enc(F); + auto push_packed = [&](uint32_t val) { + auto packed = enc.mkpacked_v32(val); + for (const auto& x : packed) filler.push_back(x); + }; + + for (size_t blk = 0; blk < kShaBlocks; ++blk) { + const auto& bw = sha_bw_[blk]; + for (int k = 0; k < 48; ++k) push_packed(bw.outw[k]); + for (int k = 0; k < 64; ++k) { + push_packed(bw.oute[k]); + push_packed(bw.outa[k]); + } + for (int k = 0; k < 8; ++k) push_packed(bw.h1[k]); + } + + // ECDSA verify witnesses. + ecdsa_.fill_witness(filler); + } +}; + +} // namespace proofs + +#endif // PRIVACY_PROOFS_ZK_LIB_CIRCUITS_HIDDEN_PK_HIDDEN_PK_WITNESS_H_ From 21091ca90697269dd7e5ec2318123d1972f5075f Mon Sep 17 00:00:00 2001 From: Mahdi Sedaghat <41582368+Mahdi171@users.noreply.github.com> Date: Wed, 29 Apr 2026 12:12:59 +0200 Subject: [PATCH 2/4] chore/addded darfted ERC --- .gitignore | 1 + ERC_hiddeppk.md | 309 +++++++++++++++++++++++++++++++ docs/digrams/01-architecture.png | Bin 198568 -> 192923 bytes 3 files changed, 310 insertions(+) create mode 100644 ERC_hiddeppk.md diff --git a/.gitignore b/.gitignore index 2a34190b..65757c23 100644 --- a/.gitignore +++ b/.gitignore @@ -1,3 +1,4 @@ .devcontainer/ .github/ clang-build-release/ +*.DS_Store \ No newline at end of file diff --git a/ERC_hiddeppk.md b/ERC_hiddeppk.md new file mode 100644 index 00000000..24e1e90c --- /dev/null +++ b/ERC_hiddeppk.md @@ -0,0 +1,309 @@ +# Post-Quantum Ethereum Wallets via Hidden Public Keys and EIP-7702 Delegation + +*Implementation: [github.com/SoundnessLabs/longfellow-zk-hiddenpk](https://github.com/SoundnessLabs/longfellow-zk-hiddenpk)* + +--- + +## TL;DR + +- Any Ethereum EOA that has transacted has its secp256k1 public key permanently on-chain and is quantum-vulnerable today. +- A single EIP-7702 transaction retrofits the existing EOA to post-quantum security with no address change, no asset migration, and no consensus modification. +- The EOA installs a `GatedWallet` contract that accepts only ZK proofs of ECDSA knowledge under a **hidden public key**. That key never appears on-chain at any point. +- A working C++ implementation over secp256k1 using Longfellow-ZK (Ligero, hash-only, post-quantum sound) benchmarks at **87 ms prove / 65 ms verify / 226 KB proof** on Apple M1. An independent Rust port is available at [github.com/abetterinternet/zk-cred-longfellow](https://github.com/abetterinternet/zk-cred-longfellow). +- We identify a **designated-prover ECDSA** optimization: because the prover is also the signer, the verification path collapses from two variable-base MSMs to two fixed-base ones, with an estimated 3-5x constraint reduction. +- This work extends [quantum-proof keypairs with ECDSA-ZK (ethresear.ch, 2022)](https://ethresear.ch/t/quantum-proof-keypairs-with-ecdsa-zk/14901) and fills in the delegation and verification flow that was left open there. + +--- + +## 1. Problem + +Every Ethereum account that has ever sent a transaction has its secp256k1 public key permanently recoverable from the blockchain. Shor's algorithm extracts the private key from that public key in polynomial time on a cryptographically-relevant quantum computer (CRQC). NIST completed its PQC standardization in 2024. Harvest-now-decrypt-later timelines are actively shortening. + +The standard answers all have a high cost of entry: + +| Approach | Address change | Asset migration | Consensus change | Public key exposed | +|---|---|---|---|---| +| Migrate to PQ address | Yes | Yes | Yes | Once | +| Ephemeral key rotation [1] | No | No | No | Every tx | +| New PQ smart wallet | Yes | Yes | No | Once | +| **This work** | **No** | **No** | **No** | **Setup only** | + +Ephemeral key rotation [1] is the closest prior construction. The address stays constant, and the authorized signer rotates in smart contract storage after each transaction. The gap: each transaction must broadcast the current public key in the mempool, leaving a window where a CRQC can extract the private key before rotation lands. In the construction described here, the hidden public key never appears anywhere. + +--- + +## 2. Why Not Post-Quantum Signatures + +Falcon, Dilithium (ML-DSA), and SPHINCS+ are the right long-term answer. They are also unavailable to most Ethereum wallets today, and not for lack of trying. + +The core problem is the infrastructure layer beneath the wallet software. Most institutional and consumer wallets rely on either hardware security modules (HSMs) or multi-party computation (MPC) protocols for key management. Current-generation HSMs support ECDSA, RSA, and EdDSA. They do not support lattice-based or hash-based signature schemes, and the hardware update cycle for HSM vendors runs two to five years. MPC wallets face a harder version of the same problem: threshold ECDSA has been worked on for over a decade and has well-audited protocols (GG18, CGGMP21). Threshold ML-DSA exists in research, but production-grade, audited threshold implementations are not deployed at scale. + +Beyond the HSM and MPC layer, a PQ migration requires new address schemes, consensus-level changes, updated wallet interfaces across every client, and new calldata economics for larger PQ signatures (ML-DSA signatures are 2.4-3.3 KB versus 65 bytes for ECDSA). + +The hidden-PK construction described here does not replace ECDSA. It wraps it. The HSM or MPC system continues to run ECDSA internally. The ZK proof layer sits above that, in wallet software, and the on-chain verifier only sees a proof that the ECDSA signing happened correctly under a committed key. Nothing below the wallet software changes. This is the fastest path to quantum safety for MPC and HSM wallets in production today. + +--- + +## 3. Prior Work and What Was Missing + +The 2022 ethresear.ch post [2] identified the right goal: prove ECDSA signature knowledge without revealing the public key. Two things were left open: + +1. **The delegation flow.** How does the proof connect to the existing EOA's assets, and what is the on-chain gating mechanism? +2. **The proof system choice.** What ZK backend is usable? Groth16 and KZG-PLONK are not post-quantum sound. + +PSE's [zkID project](https://github.com/privacy-ethereum/zkID) is solving the same problem from the identity angle: ZK proofs over ECDSA credentials for privacy-preserving identity on Ethereum. Their circuit work demonstrates that ECDSA-ZK is operationally practical today. The ZK identity stack that zkID has built, including verifier contracts, mobile-side proving libraries, and standardized proof formats, is directly reusable for the hidden-PK wallet construction described here. This is why the proposal is deployable now. A wallet vendor integrating zkID's ECDSA-ZK circuits gets both identity and quantum-safe transaction authorization from the same codebase. + +This post fills the delegation and verification gaps with a concrete construction. + +--- + +## 4. Construction + +### 4.1 Setup: one transaction + +The user's existing EOA `A` signs a single EIP-7702 authorization pointing to a `GatedWallet` contract. This is the last time `sk_A` is used for normal spending. + +``` +EIP-7702 SetCode authorization: + chain_id || address(GatedWallet) || nonce_A || sig_A +``` + +After this lands, any call to `addr_A` executes `GatedWallet` code. The contract's state at `addr_A`'s storage slots holds one value: + +``` +pkHash_B = H(pkx_B || pky_B) +``` + +where `pk_B` is the user's new hidden keypair, generated off-chain and never broadcast. + +**Note on hash function (WIP).** The current implementation uses SHA-256 for `pkHash_B` because Longfellow-ZK does not yet support Keccak inside circuits. Ethereum's native address scheme uses Keccak-256. Adding Keccak support to Longfellow is ongoing work and will tighten the alignment with Ethereum's existing commitment scheme once complete. + +### 4.2 Steady state: ZK-gated execution + +Every subsequent transaction: + +1. The user's wallet generates a ZK proof $\pi$ on-device, proving: + $$\exists\, (pk_B, r, s) \;\text{ s.t. }\; \mathrm{ECDSA.verify}(pk_B,\, (r,s),\, e) = 1 \;\wedge\; H(pk_B) = pkHash_B$$ + where $e = H(\mathtt{userOpHash} \;|\!|\; \mathtt{chainid} \;|\!|\; \mathtt{nonce})$ binds the proof to this specific action on this specific chain at this nonce. +2. The UserOperation (ERC-4337) carries $\pi$ in its `signature` field. A public bundler forwards it. +3. `GatedWallet.execute` calls `zkVerifier.verify(proof, pkHash_B, e)`. +4. On success, `addr_A`'s assets move per the requested action. + + + +### 4.3 Solidity sketch + +```solidity +contract GatedWallet { + bytes32 public immutable pkHash; + IZKVerifier public immutable zkVerifier; + uint256 public nonce; + + constructor(bytes32 _pkHash, IZKVerifier _v) { + pkHash = _pkHash; + zkVerifier = _v; + } + + function execute( + address to, uint256 value, bytes calldata data, bytes calldata proof + ) external { + // EIP-7702 self-call idiom: the EOA's own signed tx sets msg.sender = address(this). + // Any external caller has a different msg.sender and is rejected here. + require(msg.sender == address(this), "self only"); + + bytes32 e = keccak256(abi.encode(keccak256(data), block.chainid, nonce)); + require(zkVerifier.verify(proof, pkHash, e), "bad proof"); + nonce++; + + (bool ok,) = to.call{value: value}(data); + require(ok); + } +} +``` + +--- + +## 5. Hybrid Transition: Dual-Signature Safety Net + +The construction above gives full post-quantum security once deployed. However, during an initial deployment period there is a reasonable concern: the ZK proof system (Longfellow-ZK / Ligero) has not been in production for years, and a soundness flaw in the circuit could let an attacker forge a proof and drain `addr_A`'s assets. + +To address this, the `GatedWallet` can enforce both signatures simultaneously during an initial transition period: + +$$\text{authorize}(\mathtt{to}, \mathtt{value}, \mathtt{data}) \iff \underbrace{\mathrm{ECDSA.verify}(pk_1,\, sig_1,\, e)}_{\text{classical check, } pk_1 \text{ exposed}} \;\wedge\; \underbrace{\mathrm{ZK.verify}(\pi,\, pkHash_2,\, e)}_{\text{hidden-key check, PQ-safe}}$$ + +The semantics: + +- $pk_1$ is the original exposed keypair (attacker can run Shor on it, but $sk_2$ remains hidden). +- $pk_2$ is the new hidden keypair (attacker cannot run Shor because $pk_2$ is never published). +- Classical security holds as long as no CRQC exists. Post-quantum security holds even if a CRQC exists, because $pk_2$ is hidden. +- If the ZK proof system has a soundness flaw, the classical signature still prevents unauthorized spending. + +```solidity +function execute( + address to, uint256 value, bytes calldata data, + bytes calldata zkProof, + uint8 v1, bytes32 r1, bytes32 s1 // classical sig under pk_1 +) external { + require(msg.sender == address(this), "self only"); + + bytes32 e = keccak256(abi.encode(keccak256(data), block.chainid, nonce)); + + // Classical guard: original key co-authorizes during transition. + require(ecrecover(e, v1, r1, s1) == address(this), "bad sig1"); + + // ZK guard: hidden key proves knowledge without revealing pk_2. + require(zkVerifier.verify(zkProof, pkHash2, e), "bad proof"); + + nonce++; + (bool ok,) = to.call{value: value}(data); + require(ok); +} +``` + +After multiple years of deployment and independent auditing, the `ecrecover` check is removed by a fresh EIP-7702 SetCode pointing to a new `GatedWallet` without the classical guard. At that point the system transitions to pure hidden-PK security. + +This layered approach separates two distinct failure modes: a quantum computer breaking ECDSA and a soundness bug in the ZK system. The dual-signature contract is robust against either one in isolation. + +--- + +## 6. Circuit + +The circuit runs over secp256k1's base field. Two sub-circuits compose: + +1. **ECDSA verification sub-circuit** (`VerifyCircuit`): checks the identity $G \cdot e + pk \cdot r + R \cdot (-s) = \mathcal{O}$ with private witnesses $(pk, r, s)$ and public input $e$. +2. **Hash sub-circuit** (`FlatHashCircuit`): computes SHA-256 over the 64-byte concatenation $(pkx \;|\!|\; pky)$ and checks equality to the public `pkHash`. + +secp256k1's base field has $v_2(p^2-1) = 5$, which rules out standard NTT-based Reed-Solomon. The implementation uses `CrtConvolutionFactory>` as the RS backend in Longfellow-ZK. + +![Proof composition: ECDSA + hash sub-circuits](docs/digrams/03-proof-composition%20.png) + +--- + +## 7. Designated-Prover ECDSA Optimization + +### 7.1 Why the current circuit is over-specified + +Standard ECDSA verification computes: +$$R = u_1 \cdot G + u_2 \cdot pk, \qquad u_1 = e \cdot s^{-1},\quad u_2 = r \cdot s^{-1}$$ + +This requires **two variable-base scalar multiplications** on secp256k1. They account for approximately 70% of the circuit's constraints in the current implementation. + +This is the general case, designed for a verifier who holds only the public inputs $(pk, e, r, s)$ and cannot assume anything about the signer. Our prover is not in that situation. The prover **generated the signature**: they hold $sk_B$ and the nonce $k$ they chose. + +### 7.2 The optimization + +A prover who knows $sk$ can prove the signing equations directly instead of the verification equations: + +$$pk = sk \cdot G, \qquad r = (k \cdot G).x, \qquad s = k^{-1}(e + r \cdot sk) \bmod n$$ + +This replaces two variable-base MSMs with **two fixed-base scalar multiplications** (the base point $G$ is a public constant, so precomputed lookup tables cut constraint count by 4-8x) plus cheap modular arithmetic with no further elliptic curve operations. + + + +| Metric | Standard verifier circuit | Designated-prover circuit (est.) | +|---|---|---| +| EC operations | 2 variable-base MSMs | 2 fixed-base MSMs + arithmetic | +| Constraint count (est.) | ~100K | ~20-35K | +| Proof size | 226 KB | ~50-80 KB | +| Prove time | ~87 ms | ~20-30 ms | +| On-chain gas | ~3 M | ~800 K | + +### 7.3 Why ECDSA cannot be dropped + +If the prover knows $sk$, one might ask: why not just prove $pk = sk \cdot G \wedge H(pk) = pkHash$ and skip ECDSA entirely? + +This does not work. A discrete-log proof of $pk = sk \cdot G$ has no binding to any specific transaction. A proof produced once for a given $pkHash$ is replayable against any future transaction on any chain at any nonce. + +ECDSA is the transaction integrity mechanism. The signature $(r, s)$ commits to $e = H(\mathtt{userOpHash} \;|\!|\; \mathtt{chainid} \;|\!|\; \mathtt{nonce})$, so the ZK proof is bound to exactly one action and expires after nonce increment. The designated-prover optimization changes only the circuit path used to prove the signature is correctly formed; it does not affect the soundness of the transaction binding. + +--- + +## 8. Security + +**Setup transaction exposure.** `pk_A` is exposed exactly once, in the setup transaction. A quantum adversary who extracts `sk_A` from this transaction finds that `addr_A`'s code is now `GatedWallet`. No spending is possible without a ZK proof over `pkHash_B`. The extracted `sk_A` is useless. + +**No mempool exposure in steady state.** UserOperations carry only the ZK proof $\pi$. By construction, $\pi$ reveals nothing about $pk_B$ or $(r, s)$ beyond the fact that they satisfy the committed relation. The hidden keypair is permanently hidden. + +![Public key exposure: ephemeral rotation vs. hidden-PK](docs/digrams/02-exposure.png) + +**Post-quantum soundness.** The proof system must be hash-based. Ligero, WHIR, and STARK constructions are acceptable. Groth16 and KZG-PLONK depend on discrete log hardness of a structured reference string and are not post-quantum sound. Longfellow-ZK uses Ligero with SHA-256, reducing soundness to hash collision resistance with 128-bit post-quantum security margin under Grover's algorithm. + +**Transaction binding.** The public input $e$ mixes `userOpHash`, `chainid`, and `nonce`. Cross-chain and cross-nonce replay is computationally infeasible. + +**No trusted setup.** Ligero and WHIR are transparent. There is no structured reference string and no trusted party. + +--- + +## 9. Performance + +Measured on Apple M1, single core, release build, `kLigeroRate = 7`, `kLigeroNreq = 132`. + +| Metric | Value | +|---|---| +| Circuit inputs | 7,694 | +| Public inputs | 258 | +| Circuit layers | 11 | +| Circuit compilation (one-time) | ~370 ms | +| Reed-Solomon commitment | ~40 ms | +| Sumcheck | ~42 ms | +| **Total prove time** | **~87 ms** | +| **Verification time** | **~65 ms** | +| **Proof size** | **226 KB** | + +Proof size breakdown: 32 B Merkle root, 17.6 KB sumcheck, 213.9 KB RS column openings (132 columns at ~1.6 KB each). Column openings dominate. On mobile hardware (Snapdragon 8 Gen 3, Apple A17) expect roughly 2-3x proving overhead, still well under one second. + +### On-chain gas + +| Item | Gas | +|---|---| +| Calldata (226 KB, ~70% non-zero) | ~2.5 M | +| Keccak Fiat-Shamir transcripts (~200 calls) | ~50 K | +| Merkle path verification (132 paths, 10 levels each) | ~330 K | +| Linear combination over public inputs | ~50 K | +| **Total** | **~3 M gas** | + +At 5 gwei with ETH at $3,000 this is roughly 4.5 cents per transaction. On Optimism or Arbitrum with calldata compression, the cost drops 10-50x. With the designated-prover circuit optimization from Section 7, proof size drops to approximately 50-80 KB and total gas falls below 800 K without any protocol changes. + +Three further paths reduce cost: reducing `kLigeroNreq` from 132 to 64 nearly halves proof size while keeping soundness above 100 bits; EIP-4844 blob posting moves the 226 KB off calldata at roughly $0.001 per 128 KB blob; a future hash precompile pushes verifier gas into the 200-500 K range. + +--- + +## 10. Relation to zkID (PSE) + +PSE's [zkID](https://github.com/privacy-ethereum/zkID) project is developing ZK identity credentials over ECDSA keypairs. Users prove ownership of an ECDSA-signed credential without revealing the underlying key material. The circuit primitives are the same as in this construction: ECDSA signature verification in ZK over secp256k1, with hash-based commitments. + +The practical connection: the ZK identity stack that zkID has built is directly reusable here. A wallet vendor integrating zkID's ECDSA-ZK circuits gets both privacy-preserving identity and quantum-safe transaction authorization from the same proving infrastructure. + +The scope difference is that zkID targets *who you are* (credential presentation, access control) while this work targets *what you own* (asset authorization, spending). The underlying ZK machinery is shared. + +--- + +## 11. Discussion and Open Questions + +**Designated-prover circuit implementation.** The constraint reduction in Section 7 is an estimate. A precise count requires encoding the fixed-base MSM lookup tables for secp256k1 under CRT-Reed-Solomon. This is the main open implementation task. + +**Keccak support in Longfellow.** SHA-256 is used for `pkHash_B` because Longfellow does not yet support Keccak inside circuits. Adding Keccak support tightens alignment with Ethereum's address scheme and removes the hash function mismatch. This is work in progress. + +**Revocation.** Revoking the delegation requires a fresh EIP-7702 SetCode transaction signed with `sk_A`. Wallet software should keep `sk_A` in cold storage after setup, even if it is never used for spending. + +**Proof aggregation.** Multiple users spending in the same block could aggregate their ZK proofs. Ligero's linear structure makes batch verification straightforward. The practical challenge is coordinating proof submission across independent users. + +**WHIR backend.** Longfellow's Reed-Solomon backend is modular. WHIR offers better proof sizes at the same security level. Benchmarking the ECDSA circuit with a WHIR backend is a direct next step. + +**ERC-4337 compatibility.** The hidden-PK smart account at `addr_A` is ERC-4337 compatible. Bundlers see a standard UserOperation with a ZK proof in the `signature` field. No bundler changes are required. + +--- + +## 12. References + +1. mvicari et al., "Achieving Quantum Safety Through Ephemeral Key Pairs and Account Abstraction," ethresear.ch, 2026. https://ethresear.ch/t/achieving-quantum-safety-through-ephemeral-key-pairs-and-account-abstraction/24273 +2. "Quantum Proof Keypairs with ECDSA-ZK," ethresear.ch, 2022. https://ethresear.ch/t/quantum-proof-keypairs-with-ecdsa-zk/14901 +3. Gaborit et al., "WHIR: Reed-Solomon Proximity Testing with Super-Fast Verification," IACR ePrint 2024/1586. +4. Frigo and Shelat, "Anonymous Credentials from ECDSA," IACR ePrint 2024/2010. (Longfellow-ZK) +5. EIP-7702: Set EOA Account Code. https://eips.ethereum.org/EIPS/eip-7702 +6. ERC-4337: Account Abstraction Using Alt Mempool. https://eips.ethereum.org/EIPS/eip-4337 +7. PSE zkID project. https://github.com/privacy-ethereum/zkID +8. SoundnessLabs longfellow-zk-hiddenpk (this work). https://github.com/SoundnessLabs/longfellow-zk-hiddenpk +9. Google Longfellow-ZK reference implementation (C++). https://github.com/google/longfellow-zk +10. Rust Longfellow port (independent, not Google-maintained). https://github.com/abetterinternet/zk-cred-longfellow +11. "PQ Provers for P2PKH Outputs," delvingbitcoin.org. https://delvingbitcoin.org/t/pq-provers-for-p2pkh-outputs/2287 diff --git a/docs/digrams/01-architecture.png b/docs/digrams/01-architecture.png index 8241418f3d2e1b1e261033620073de853620962d..28c4078639e222a1834d9ae383616e0f7e760035 100644 GIT binary patch delta 121898 zcmd3O^+S|f*ET4MfT%cx2+|JSB^`n=q;z*EIl|C&3xbp&Jv0(SclRjWNH<6~NH=_g z=bYy~-}^m(z{gKBd-lF}thLu#*R|G7_Sc6Ai#TC4d>HS<1WJ5#SFhoP+k3~Zx`jA+wBpA-JeCMuFBmw#mwV8{B zxe(QR2Zs;*tgN;$79&%ru^EdA)Q0u;7glx_HrB{tbXVZ^8~I#W1pjBK=Kl=kVCUoh_t1a+^uLF`hFU`bdzBAHCT7Cye~-Cs z`@891-5o5<&H0thU{GsE2h{r1Y%LswQ49QU&HsCp=Kl;6=3ry{d(eMcxlp_P-$S(i z>yUr7MvC2O!AKU;dtQch_hSb@_(5HDn;cjxMAWHd)LG--y(^%^ZlJ?%U{F^_q7*LT zgccMOBpo;?ljYz%cH{a;pn0pHq5HnGGqQgb=G-R)Tj}AOtEm%kUg1Sb?bO|%ukJsc z2A5k?MJ3o)&jxpJ0lO8QyngpB z&Jl0zRMvRv{n0Qe(9j=uF=hxKPC&x3oO-=d>KnU2bfS-Tc;i|7z#S zLs|Hsh9qIK=6B`&X(x9B0zh&2cY-UuK@Y?fk?CGCCgeOz2}PcGwd_h=f5yW$;quF* zr77X!8q)(lCBk-Gm0$g8tad#BpGmjQkRR^SR_+!xUW&()4ydYhB}S*UJ8q74ZCA~1 z;Xo|cVt3W%CGyk@uIwi2X|vH*@Z{^t<&tCK_qZ45& zkbf(!j1+sl?!G!Rm}Vvmc@PFA)|Qa-J)4{~|(uidmH>M}`&_D)E! z&N>@_jy#UnDO`7exK9UH`@#K)ezh^uF0S$Wcb*l94F$8= zo;#d5FUtU-D-ZGLdjeZ@`I)wi5jDON!IT>d^L)md3I2uERC3Z!r$;4Tvd(yv8JJxG zFFq6(6U5wk7by%`Y3-gAR+U~TC^Kv2Fk1rl@`{f0DmNsX$!{))0H|LT@=D!ldtz~H z;+eP~&9w}3lt$i`m-8Gmn18QnT4rluc|HI(JVC80{ghNnveyJ^%ck!_^=#KuomE81 zD1ZoTNuSGWAf7IIeL2V(CfiU$V$f>VHo>340ktz@6)uo=ux<|&a8TFcc6<*?DPi^AtZ=itdjtcmN zwW!Cx?mXh1rh6=WnLT$!vhmiq32s<_c5cOT6*QujtEx5YcH(JK;Df7(VRWR6XL=$LiueQj}$~K+)T^x zJy%rxyAD{ZrCS9tXPDYIobm4b7xmeCjm8c+=2QQ|mGIDzNm(m%xKHwzW*VB>lH9SFo2+bTw|PkiNGgsgkr ze(H5Gm(V9Jvrr<9BSSU*z(Jyk*(on(UJnIRS16JYo8!|2j%vG)l z-S1K!?sxCuHo zbIOv5&b2?{o?jPl*tV&WQ-Qe6E%xYT8c7FzGt^<^ef#bSYo+f4z54Sn+K-3@$BFuu zG{Vo)zlwy5)8N;V3(%@R7TJ$AXb^2>F==lj{5U;u!a`5z^6LBCtC|nfd+ir$!Gz3* z-T3hEU~~{5?Qtig26AcA@}LaQJH*LOS>>yXo%%0uqXv<#c07^nwsDEvQ2V8@qb0U? z;K;73z!C(uqB-D);3&zeUkLnqbAk-$jmg(%mOT=$BcgTQS|c!FIoR~_NB$OX;o*5h zl1F3#QG?Bvw0A|416x^pXRl}U#8pmRuFOYE3s-=Lk2BGODpS5)_}7$?7Cy*S&Q0?n z1z|`AXF6_33nk6zHvF_P3I!99epVG9Xp<89%a@?tiIXy1@I_|WEOo>b&lFfKMwCRBPjU<;jf+*Ho&o zCkQQ-?6dlStDPlUC_6bZ_WLTr)@&Uzx;2R_G~XD0D_!=DkdOZzqw7h>}L+ zH=RHmfr~jnB_q^A3F(#3vZ&2#<0T`o97Ftbb=dVld8^Lzq224C&*zzPflmiTUnrV0 z>u;&cCkybFLo$&?ItUrviw6~Xp;qY+ZOhyDzkYo-51d%$MD@h;Ymdjuj~^a>_bv>? z0?Zk$U`3RFoIA=4cX-@^TIPNkwV5=(4&^X>>;yZly_u%VIuaDhufk%GJ6kAIY~G+& zJ8amrZO}@=w}>{V`Ye*0$RoRwWqIF_v{bU3ZrOCx9Qo44H8h2;01QR+rAVhnU#Nmli7-7XeYYEmnr!iRFEIOHeqj!IX+3Wm3Q7en+N2E;5 z;Z)IJ*0B#BvyDQryyfyps;7E(*d#co&;ZntuCIHK1N;Oc3#bmUyBI$;2^%po>0{YT z5Pn(B5N5pEkotN#o!l#c?{bEcKI(psKj2=(Q7}&>|U%aWJ zHTKJhxJ)kViQEcUSO6DHcGYOzZ6T1vwpOc^rbNdrM>&5ayfoq81ctXqwMJE{t@o%wv(_|loUx$9WiPF|g(k*{p3d?N zc1dnA6D=EVk`mnHhtnPLT{91Zlv8$9RVY?H1e;4pt_?y-={*&MMxbPqQf~stc>I=DSYpt{gL=Jd2#0VgEJA+O z`*Kk2NR^LXtQ(?b-A&!|02{*|E8W+rCAGoM$CH})rb!c{+Px)XFK2M^x|JsAA*am0`c;$<|DDc+TR( ziZyNq$IUo{^v6E(Z-%(Fk@Qy@TplNEK@_x19pnexIr|7T894Bxz~-B9-VSVHqFbIowbge z(}hGVy5B53;t~8`?%@!g+T>~!&BM!Ti>3OB0aBixIh(1+pMwt^h8GGOhBG$o(LiZg$z%j|; 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zT>~8revZ3709Cl%PM7EX&tV7TzDNERyBvWsj03l`BhZA+Z0I(#=ILpa@D)!lAU@S( z;rqZQKrb?g8)+!gW!#$CrT)F!R1i==E7Mu*97h+QwKsUP|8Lipf0F9|c|Kkb@A*Y( z6ig=${l}^d{0!dKzbt}P5Y!Cc!7Fk=X%uQA^+8-M|{1 z|LZe=PxsZGMe9B)mngC0wtripiOaoy^R_`x=G^apzuYaS?E_LTE=}^9|Mo`vn z@}LyM_A|K-6C(2BN9sW~;z?HGcsN3(`QDM-H$&iC?sWs#SvsdP_;0s3v2);o z#}3^8+bT}{BzUQhu1>Zr{rytxGU#Bp<0j}nZw|iYf4|><@83^V?*BfY|6PCojW7R= zpWEgCyFdJQfB*k7e>wSYe)fOVR&s7H93!`F+rfeSZtk2r09p Date: Wed, 29 Apr 2026 22:59:22 +0200 Subject: [PATCH 3/4] feat/added keccak to hidden pk circuit --- .gitignore | 4 +- README.md | 65 ++++++----- lib/circuits/hidden_pk/CMakeLists.txt | 2 +- lib/circuits/hidden_pk/hidden_pk_circuit.h | 96 ++++++++--------- lib/circuits/hidden_pk/hidden_pk_test.cc | 102 ++++++++++++------ lib/circuits/hidden_pk/hidden_pk_witness.h | 77 ++++++------- lib/circuits/tests/sha3/sha3_circuit.h | 85 ++++++++++++++- lib/circuits/tests/sha3/sha3_circuit_test.cc | 57 ++++++++++ lib/circuits/tests/sha3/sha3_reference.cc | 37 +++++++ lib/circuits/tests/sha3/sha3_reference.h | 6 ++ .../tests/sha3/sha3_reference_test.cc | 69 ++++++++++++ lib/circuits/tests/sha3/sha3_witness.cc | 31 ++++++ lib/circuits/tests/sha3/sha3_witness.h | 6 ++ 13 files changed, 474 insertions(+), 163 deletions(-) diff --git a/.gitignore b/.gitignore index 65757c23..b94bba1d 100644 --- a/.gitignore +++ b/.gitignore @@ -1,4 +1,6 @@ .devcontainer/ .github/ clang-build-release/ -*.DS_Store \ No newline at end of file +*.DS_Store +build/ +wallet-interface/ \ No newline at end of file diff --git a/README.md b/README.md index 9ce4f4fc..17556da8 100644 --- a/README.md +++ b/README.md @@ -26,6 +26,7 @@ The public key and signature never appear onchain. Hash preimage resistance surv - [What We Built](#what-we-built) - [Circuit Relation](#circuit-relation) +- [Keccak-256 Support](#keccak-256-support) - [Prerequisites](#prerequisites) - [Build](#build) - [Running the Tests](#running-the-tests) @@ -43,24 +44,37 @@ Longfellow-ZK is a Google-developed ZK library for anonymous credentials: provin We contributed a `hidden_pk` circuit on top of this library that proves the following: 1. A valid secp256k1 ECDSA signature exists under some public key `pk` -2. `SHA256(pkx_bytes || pky_bytes) == pkHash` +2. `keccak256(pkx_bytes || pky_bytes)[12:32] == eth_addr` -Both `pk` and `(r, s)` stay as private witnesses. This is the core primitive for a quantum-resistant wallet: the onchain contract stores only `pkHash` and validates transactions via this ZK proof. +Both `pk` and `(r, s)` stay as private witnesses. The public statement is the standard 20-byte Ethereum address — no intermediate hash or custom commitment scheme. The onchain contract stores only the existing Ethereum address and validates transactions via this ZK proof. --- ## Circuit Relation ``` -R = { (pkHash, e) ; (pk, sig) : - SHA256(pkx_bytes || pky_bytes) == pkHash +R = { (eth_addr, e) ; (pk, sig) : + keccak256(pkx_bytes || pky_bytes)[12:32] == eth_addr AND ECDSA_verify_secp256k1(pk, sig, e) == true } ``` -`e` is the transaction hash (public). `pk = (pkx, pky)` and `sig = (r, s)` are private witnesses. Revealing `(r, s)` alongside `e` is enough to recover `pk` via `ecrecover`: this is why both must stay hidden. +`e` is the transaction hash (public). `eth_addr` is the standard 20-byte Ethereum address (public). `pk = (pkx, pky)` and `sig = (r, s)` are private witnesses. Revealing `(r, s)` alongside `e` is enough to recover `pk` via `ecrecover`: this is why both must stay hidden. + +The public input is the native Ethereum address format — no custom commitment or extra onchain translation step required. --- +## Keccak-256 Support + +Ethereum's address derivation uses Keccak-256, not SHA3-256. They share the same Keccak-f[1600] permutation and 136-byte rate, but differ only in the padding byte appended before squeezing: `0x01` for Keccak-256 (Ethereum), `0x06` for SHA3-256, `0x1F` for SHAKE-256. Longfellow-ZK's SHA3 circuit already proved SHA3-256 and SHAKE; we extended it to cover Keccak-256 by adding: + +- **`circuits/tests/sha3/sha3_reference.cc`** — `keccak256Hash` reference implementation (0x01 padding) +- **`circuits/tests/sha3/sha3_witness.cc`** — `compute_witness_keccak256` to generate Keccak block witnesses +- **`circuits/tests/sha3/sha3_circuit.h`** — `assert_keccak256` circuit method for in-circuit Keccak-256 proofs +- **`circuits/tests/sha3/sha3_reference_test.cc`** — known-vector tests including `keccak256("")`, `keccak256("abc")`, and an Ethereum address derivation sanity check + +The `hidden_pk` circuit then uses `assert_keccak256` directly: the 64-byte input `pkx_bytes || pky_bytes` fits in a single Keccak block (rate = 136 bytes), so the proof requires exactly one Keccak permutation witness. The circuit outputs bytes `[12:32]` of the 32-byte digest as the Ethereum address public input, matching the native onchain address format without any extra commitment layer. + ## Prerequisites ### macOS @@ -127,39 +141,30 @@ Measured on Apple M1 (single core, Release build). Circuit parameters: `kLigeroR | Metric | Value | |---|---| -| Circuit inputs | 7,694 | -| Public inputs | 258 (256 pkHash bits + e) | -| Circuit layers | 11 | +| Circuit inputs | 8,110 | +| Public inputs | 162 (160 eth_addr bits + e) | +| Circuit layers | 37 | | Circuit compilation (one-time) | ~370ms | -| RS commitment | ~40ms | -| Sumcheck | ~42ms | -| **Total prove time** | **~87ms** | -| **Verification time** | **~65ms** | -| **Proof size** | **226 KB (231,532 bytes)** | +| RS commitment | ~58ms | +| Sumcheck | ~90ms | +| **Total prove time** | **~155ms** | +| **Verification time** | **~93ms** | Circuit compilation is a one-time cost per session. On mobile hardware expect 2–4× the proving time. -### Proof size breakdown +The previous SHA-256 version produced 258 public input bits (a custom 32-byte hash) and required an onchain `sha256(pk) == pkHash` check. The Keccak-256 version produces 162 public input bits — a standard 20-byte Ethereum address — and eliminates that onchain step entirely. The proving time increase (~155ms vs ~87ms) is the cost of replacing the two-block SHA-256 circuit with the Keccak-f[1600] permutation circuit. -| Component | Size | -|---|---| -| Commitment (Merkle root) | 32 B | -| Sumcheck proof | 17.6 KB | -| Column opening proofs (132 columns) | 213.9 KB | - -Column openings dominate. Reducing `kLigeroNreq` to 64 cuts proof size roughly in half while keeping soundness above 100 bits. - -### On-chain cost estimate (mainnet) +### Onchain cost estimate (mainnet) The verifier is hash-only — no pairings, no elliptic curve ops. Gas breaks down as: | Item | Gas | |---|---| -| Calldata (226 KB, ~70% non-zero bytes) | ~2.5M | +| Calldata (~70% non-zero bytes) | ~3M | | Keccak256 Fiat-Shamir (~200 calls) | ~50K | | Merkle path verification (132 paths) | ~330K | | Linear combination over public inputs | ~50K | -| **Total** | **~3M gas** | +| **Total** | **~3.4M gas** | --- @@ -170,9 +175,15 @@ Files added to the Longfellow-ZK base: ``` lib/circuits/hidden_pk/ ├── CMakeLists.txt Build target for hidden_pk_test -├── hidden_pk_circuit.h Circuit: ECDSA verify + SHA256(pk) commitment -├── hidden_pk_witness.h Witness computation from (sk, e, r, s) +├── hidden_pk_circuit.h Circuit: ECDSA verify + Keccak-256 Ethereum address +├── hidden_pk_witness.h Witness computation from (pk, e, r, s) └── hidden_pk_test.cc Tests and Google Benchmark + +lib/circuits/tests/sha3/ (extended from upstream) +├── sha3_circuit.h Added assert_keccak256 (0x01 padding) +├── sha3_reference.h/.cc Added keccak256Hash reference implementation +├── sha3_witness.h/.cc Added compute_witness_keccak256 +└── sha3_reference_test.cc Added Keccak-256 known-vector + Ethereum address tests ``` --- diff --git a/lib/circuits/hidden_pk/CMakeLists.txt b/lib/circuits/hidden_pk/CMakeLists.txt index b69fa2b2..00a88dc4 100644 --- a/lib/circuits/hidden_pk/CMakeLists.txt +++ b/lib/circuits/hidden_pk/CMakeLists.txt @@ -1,2 +1,2 @@ proofs_add_test(hidden_pk_test) -target_link_libraries(hidden_pk_test ec flatsha util crypto) +target_link_libraries(hidden_pk_test ec sha3 util crypto) diff --git a/lib/circuits/hidden_pk/hidden_pk_circuit.h b/lib/circuits/hidden_pk/hidden_pk_circuit.h index 0c35d951..ca8d228d 100644 --- a/lib/circuits/hidden_pk/hidden_pk_circuit.h +++ b/lib/circuits/hidden_pk/hidden_pk_circuit.h @@ -1,22 +1,19 @@ - #ifndef PRIVACY_PROOFS_ZK_LIB_CIRCUITS_HIDDEN_PK_HIDDEN_PK_CIRCUIT_H_ #define PRIVACY_PROOFS_ZK_LIB_CIRCUITS_HIDDEN_PK_HIDDEN_PK_CIRCUIT_H_ // Hidden-PK circuit for secp256k1 ECDSA signatures. // // Proves the relation: -// R = { (pkHash, msg) ; (pk, sig) : -// SHA256(pkx_bytes || pky_bytes) == pkHash +// R = { (eth_addr, msg) ; (pk, sig) : +// keccak256(pkx_bytes || pky_bytes)[12:32] == eth_addr // AND ECDSA_verify_secp256k1(pk, sig, msg) == true } -#include #include +#include #include "circuits/ecdsa/verify_circuit.h" -#include "circuits/logic/bit_plucker.h" -#include "circuits/sha/flatsha256_circuit.h" -#include "circuits/sha/flatsha256_io.h" +#include "circuits/tests/sha3/sha3_circuit.h" #include "ec/p256k1.h" namespace proofs { @@ -29,18 +26,15 @@ class HiddenPKCircuit { using Elt = typename Field::Elt; using EltW = typename LogicCircuit::EltW; using v8 = typename LogicCircuit::v8; - using v32 = typename LogicCircuit::v32; using v256 = typename LogicCircuit::v256; - static constexpr size_t kBits = EC::kBits; // 256 - static constexpr size_t kShaBlocks = 2; // 64-byte input -> 2 blocks - static constexpr size_t kPKBytes = 32; // bytes per coordinate + static constexpr size_t kBits = EC::kBits; // 256 + static constexpr size_t kKeccakBlocks = 1; // 64-byte input < rate=136 + static constexpr size_t kPKBytes = 32; // bytes per coordinate - using EcdsaVerc = VerifyCircuit; - using ShaCircuit = FlatSHA256Circuit>; - using ShaBlockWitness = typename ShaCircuit::BlockWitness; + using EcdsaVerc = VerifyCircuit; + using KeccakCircuit = Sha3Circuit; + using KeccakBlockWitness = typename KeccakCircuit::BlockWitness; struct Witness { EltW pk_x; @@ -48,17 +42,19 @@ class HiddenPKCircuit { // Bit decompositions: bit[0] = LSB, bit[255] = MSB. typename LogicCircuit::template bitvec pk_x_bits; typename LogicCircuit::template bitvec pk_y_bits; - // SHA-256 intermediate witnesses for 2 blocks. - ShaBlockWitness sha_bw[kShaBlocks]; + // Keccak-256 block witnesses (1 block for 64-byte input). + std::vector keccak_bw; // ECDSA verify witness. typename EcdsaVerc::Witness ecdsa; + void input(const LogicCircuit& lc) { pk_x = lc.eltw_input(); pk_y = lc.eltw_input(); pk_x_bits = lc.template vinput(); pk_y_bits = lc.template vinput(); - for (size_t j = 0; j < kShaBlocks; ++j) { - sha_bw[j].input(lc); + keccak_bw.resize(kKeccakBlocks); + for (size_t j = 0; j < kKeccakBlocks; ++j) { + keccak_bw[j].input(lc); } ecdsa.input(lc); } @@ -67,58 +63,52 @@ class HiddenPKCircuit { explicit HiddenPKCircuit(const LogicCircuit& lc) : lc_(lc), sha_(lc), verc_(lc, p256k1, n256k1_order) {} - void assert_hidden_pk(const v256& pkHash, EltW e, const Witness& w) const { - // verify_signature3 checks: identity == g*e + pk*r + (rx,ry)*(-s) + // Asserts: + // ECDSA_verify(pk, sig, msg) == true + // keccak256(pkx_bytes || pky_bytes)[12:32] == eth_addr + // + // eth_addr must be a 20-element vector of v8 (the Ethereum address). + void assert_hidden_pk(const std::vector& eth_addr, EltW e, + const Witness& w) const { + // 1. Verify ECDSA signature. verc_.verify_signature3(w.pk_x, w.pk_y, e, w.ecdsa); - // ---- 2. Verify bit decompositions of pk coordinates ------------------- - // Ensures the SHA-256 input bytes faithfully encode the ECDSA public key. + // 2. Verify bit decompositions of pk coordinates. + // Ensures the Keccak input bytes faithfully encode the ECDSA public key. lc_.assert_eq(w.pk_x, as_scalar_large(w.pk_x_bits)); lc_.assert_eq(w.pk_y, as_scalar_large(w.pk_y_bits)); - // ---- 3. Build SHA-256 input: pkx_bytes || pky_bytes || padding --------- - // The 64-byte message (two 32-byte coordinates in big-endian) is hashed - // in two SHA-256 blocks (64 bytes of data + 64 bytes of padding). - v8 sha_in[kShaBlocks * 64]; - std::fill(sha_in, sha_in + kShaBlocks * 64, lc_.template vbit<8>(0)); + // 3. Build 64-byte Keccak-256 input: pkx_bytes || pky_bytes (big-endian). + // pk_x_bits[0] = LSB; seed[0] = MSB byte of pkx = bits 255..248. + std::vector seed(64); + for (size_t i = 0; i < 64; ++i) seed[i] = lc_.template vbit<8>(0); - // Block 1 bytes 0-31: pkx in big-endian byte order. - // pk_x_bits[0] = LSB = bit 0 of pkx integer. - // sha_in[0] = MSB byte = bits 255..248. + // Bytes 0-31: pkx in big-endian byte order. for (size_t i = 0; i < kPKBytes; ++i) { size_t byte_idx = kPKBytes - 1 - i; // 31, 30, …, 0 for (size_t b = 0; b < 8; ++b) { - sha_in[i][b] = w.pk_x_bits[byte_idx * 8 + b]; + seed[i][b] = w.pk_x_bits[byte_idx * 8 + b]; } } - - // Block 1 bytes 32-63: pky in big-endian byte order. + // Bytes 32-63: pky in big-endian byte order. for (size_t i = 0; i < kPKBytes; ++i) { size_t byte_idx = kPKBytes - 1 - i; for (size_t b = 0; b < 8; ++b) { - sha_in[kPKBytes + i][b] = w.pk_y_bits[byte_idx * 8 + b]; + seed[kPKBytes + i][b] = w.pk_y_bits[byte_idx * 8 + b]; } } - // Block 2: SHA-256 padding for a 64-byte (512-bit) message. - // byte 64 : 0x80 - // bytes 65-119 : 0x00 (already zeroed by std::fill above) - // bytes 120-127: big-endian 64-bit message length = 512 = 0x0200 - sha_in[64] = lc_.template vbit<8>(0x80); - sha_in[126] = lc_.template vbit<8>(0x02); - sha_in[127] = lc_.template vbit<8>(0x00); + // 4. Assert keccak256(pkx || pky) and check bytes [12..31] == eth_addr. + std::vector hash_out; + sha_.assert_keccak256(seed, hash_out, w.keccak_bw); - // nb = 2: we always hash exactly 64 bytes (= 2 SHA-256 blocks). - v8 nb = lc_.template vbit<8>(kShaBlocks); - - // ---- 4. Assert SHA-256(pkx_bytes || pky_bytes) == pkHash --------------- - sha_.assert_message_hash(kShaBlocks, nb, sha_in, pkHash, w.sha_bw); + for (size_t i = 0; i < 20; ++i) { + lc_.vassert_eq(hash_out[12 + i], eth_addr[i]); + } } private: // Convert a bitvec (LSB-first) to a field element. - // Equivalent to the integer value sum(v[i] * 2^i) in the field. - // Adapted from BitaddrCircuit::as_scalar_large in circuits/tests/pq/bitaddr. template EltW as_scalar_large( const typename LogicCircuit::template bitvec& v) const { @@ -133,9 +123,9 @@ class HiddenPKCircuit { return r; } - const LogicCircuit& lc_; - ShaCircuit sha_; - EcdsaVerc verc_; + const LogicCircuit& lc_; + mutable KeccakCircuit sha_; + EcdsaVerc verc_; }; } // namespace proofs diff --git a/lib/circuits/hidden_pk/hidden_pk_test.cc b/lib/circuits/hidden_pk/hidden_pk_test.cc index 778151b5..b97b3760 100644 --- a/lib/circuits/hidden_pk/hidden_pk_test.cc +++ b/lib/circuits/hidden_pk/hidden_pk_test.cc @@ -1,5 +1,5 @@ -// Tests for HiddenPKCircuit: secp256k1 ECDSA + SHA-256 commitment. +// Tests for HiddenPKCircuit: secp256k1 ECDSA + Keccak-256 Ethereum address. #include "circuits/hidden_pk/hidden_pk_circuit.h" #include "circuits/hidden_pk/hidden_pk_witness.h" @@ -19,6 +19,7 @@ #include "circuits/logic/compiler_backend.h" #include "circuits/logic/evaluation_backend.h" #include "circuits/logic/logic.h" +#include "circuits/tests/sha3/sha3_reference.h" #include "ec/p256k1.h" #include "random/secure_random_engine.h" #include "random/transcript.h" @@ -38,9 +39,30 @@ namespace { using Field = Fp256k1Base; using EC = P256k1; -using Nat = Fp256k1Nat; // = Field::N = Nat<4> +using Nat = Fp256k1Nat; using Elt = Field::Elt; +// Derive the 20-byte Ethereum address for a secp256k1 public key. +// Address = keccak256(pkx_big_endian || pky_big_endian)[12:32]. +std::vector derive_eth_address(Elt pkx_mont, Elt pky_mont) { + const Field& F = p256k1_base; + uint8_t msg[64] = {}; + Nat nx = F.from_montgomery(pkx_mont); + Nat ny = F.from_montgomery(pky_mont); + for (size_t i = 0; i < 32; ++i) { + uint8_t bx = 0, by = 0; + for (int j = 0; j < 8; ++j) { + if (nx.bit(255 - (i * 8 + j))) bx |= (1u << (7 - j)); + if (ny.bit(255 - (i * 8 + j))) by |= (1u << (7 - j)); + } + msg[i] = bx; + msg[32 + i] = by; + } + uint8_t hash[32]; + Sha3Reference::keccak256Hash(msg, 64, hash); + return std::vector(hash + 12, hash + 32); +} + // Build the compiled circuit once and reuse. std::unique_ptr> make_circuit() { using CompilerBackend = CompilerBackend; @@ -52,21 +74,23 @@ std::unique_ptr> make_circuit() { const LogicType lc(&cbk, p256k1_base); CircuitType circuit(lc); - auto pkHash = lc.template vinput<256>(); - auto e = lc.eltw_input(); + // Public inputs: eth_addr (20 bytes) then e (1 field element). + std::vector eth_addr(20); + for (size_t i = 0; i < 20; ++i) { + eth_addr[i] = lc.template vinput<8>(); + } + auto e = lc.eltw_input(); Q.private_input(); - // Private inputs. typename CircuitType::Witness w; w.input(lc); - circuit.assert_hidden_pk(pkHash, e, w); + circuit.assert_hidden_pk(eth_addr, e, w); return Q.mkcircuit(/*nc=*/1); } // Fill the dense witness vector. -// If prover=true, fill private witnesses too; otherwise only public inputs. void fill_dense(Dense& W, const HiddenPKWitness& hw, const Nat& e_nat, bool prover) { const Field& F = p256k1_base; @@ -75,17 +99,13 @@ void fill_dense(Dense& W, const HiddenPKWitness& hw, // Position 0: constant 1. filler.push_back(F.one()); - // Positions 1..256: pkHash bits (LSB-first). - // hash_bytes[0] = MSB byte; pkHash_bits[i] = bit i of hash integer (LSB=0). - auto hash_bytes = hw.pk_hash_bytes(); - for (size_t i = 0; i < 256; ++i) { - size_t byte_idx = 31 - (i / 8); // byte 31 = LSB byte (bits 7..0) - size_t bit_pos = i % 8; - int bit = (hash_bytes[byte_idx] >> bit_pos) & 1; - filler.push_back(F.of_scalar(bit)); + // Positions 1..160: eth_addr bits (20 bytes, LSB-first per byte). + auto addr = hw.eth_address_bytes(); + for (size_t i = 0; i < 20; ++i) { + filler.push_back(addr[i], 8, F); } - // Position 257: e as a field element (Montgomery form of e_nat mod p). + // Position 161: e as a field element. filler.push_back(F.to_montgomery(e_nat)); if (prover) { @@ -94,11 +114,6 @@ void fill_dense(Dense& W, const HiddenPKWitness& hw, } -TEST(HiddenPK, EvalCorrect) { - // Full circuit evaluation is covered by ZkProverVerifier. - GTEST_SKIP() << "See ZkProverVerifier for end-to-end check."; -} - TEST(HiddenPK, CircuitSize) { set_log_level(INFO); auto CIRCUIT = make_circuit(); @@ -109,41 +124,61 @@ TEST(HiddenPK, CircuitSize) { TEST(HiddenPK, ZkProverVerifier) { const Field& F = p256k1_base; - // Derive pk from sk. + // Everything in this test is derived from a single sk. + // DISCLAIMER: Fixed k below is for testing only. Never reuse k in production. Nat sk("0x9FE33A7A06BD0FE6F5208A61991C49B5B4DD12DC42D9903E789F5118F9675030"); + + // pk = sk * G (secp256k1 key derivation) EC::ECPoint Qpt = p256k1.scalar_multf(p256k1.generator(), sk); p256k1.normalize(Qpt); Elt pkx = Qpt.x; Elt pky = Qpt.y; - // Message hash (public). - Nat e_n("0xb94f6f125c79e932d738873f2584e5de7e816ed39e5c26df7ef96a73efacffcd"); + // eth_addr = keccak256(pkx_bytes || pky_bytes)[12:32] + auto addr = derive_eth_address(pkx, pky); + ASSERT_EQ(addr.size(), 20u); - // Disclaimer: Fixed k for testing only - never use in production. + Nat e_n("0xb94f6f125c79e932d738873f2584e5de7e816ed39e5c26df7ef96a73efacffcd"); Nat k_n("0x4b688df40bcedbe641ddb16ff0a1842d9c67ea1c3bf63f3e0471baa664531d1a"); - // R = k*G; r = Rx mod scalar order. + // R = k * G; r = R.x mod n EC::ECPoint R_pt = p256k1.scalar_multf(p256k1.generator(), k_n); p256k1.normalize(R_pt); Nat r_raw = p256k1_base.from_montgomery(R_pt.x); - // Reduce r mod scalar order n via the scalar field. - Nat r_n = p256k1_scalar.from_montgomery(p256k1_scalar.to_montgomery(r_raw)); + Nat r_n = p256k1_scalar.from_montgomery(p256k1_scalar.to_montgomery(r_raw)); - // s = k^{-1} * (e + r * sk) mod n. - Nat k_inv = p256k1_scalar.from_montgomery( + // s = k^{-1} * (e + r * sk) mod n + Nat k_inv = p256k1_scalar.from_montgomery( p256k1_scalar.invertf(p256k1_scalar.to_montgomery(k_n))); auto e_mont = p256k1_scalar.to_montgomery(e_n); auto r_mont = p256k1_scalar.to_montgomery(r_n); auto sk_mont = p256k1_scalar.to_montgomery(sk); auto r_sk = p256k1_scalar.mulf(r_mont, sk_mont); auto e_rsk = p256k1_scalar.addf(e_mont, r_sk); - auto s_mont = p256k1_scalar.mulf(p256k1_scalar.to_montgomery(k_inv), e_rsk); + auto k_inv_m = p256k1_scalar.to_montgomery(k_inv); + auto s_mont = p256k1_scalar.mulf(k_inv_m, e_rsk); Nat s_n = p256k1_scalar.from_montgomery(s_mont); - // Compute witnesses. + // Verify the ECDSA equation algebraically: s * k == e + r * sk (mod n). + // This proves that (r, s) was produced by the same sk that generated pk, + // and therefore the address, the public key, and the signature all belong + // to one key pair. + { + auto lhs = p256k1_scalar.mulf(p256k1_scalar.to_montgomery(s_n), + p256k1_scalar.to_montgomery(k_n)); + auto rhs = p256k1_scalar.addf(e_mont, r_sk); + ASSERT_EQ(p256k1_scalar.from_montgomery(lhs), + p256k1_scalar.from_montgomery(rhs)) + << "ECDSA self-consistency failed: s*k != e + r*sk mod n"; + } + + // Compute ZK witnesses. HiddenPKWitness hw; ASSERT_TRUE(hw.compute(pkx, pky, e_n, r_n, s_n)) - << "ECDSA witness computation failed — bad test vectors?"; + << "ECDSA witness computation failed"; + + // The witness's address must match addr derived directly from pk. + EXPECT_EQ(hw.eth_address_bytes(), addr); // Build circuit and witnesses. auto CIRCUIT = make_circuit(); @@ -179,6 +214,7 @@ TEST(HiddenPK, ZkProverVerifier) { verifier.recv_commitment(zkpr, tv); EXPECT_TRUE(verifier.verify(zkpr, *pub, tv)) << "ZK verification failed"; } + void BM_HiddenPKProver(benchmark::State& state) { set_log_level(LogLevel::ERROR); diff --git a/lib/circuits/hidden_pk/hidden_pk_witness.h b/lib/circuits/hidden_pk/hidden_pk_witness.h index c213fe7c..e5ff13cf 100644 --- a/lib/circuits/hidden_pk/hidden_pk_witness.h +++ b/lib/circuits/hidden_pk/hidden_pk_witness.h @@ -13,8 +13,8 @@ #include "arrays/dense.h" #include "circuits/ecdsa/verify_witness.h" -#include "circuits/logic/bit_plucker_encoder.h" -#include "circuits/sha/flatsha256_witness.h" +#include "circuits/tests/sha3/sha3_reference.h" +#include "circuits/tests/sha3/sha3_witness.h" #include "ec/p256k1.h" namespace proofs { @@ -27,21 +27,20 @@ class HiddenPKWitness { using Elt = typename Field::Elt; using Nat = typename Field::N; - static constexpr size_t kBits = EC::kBits; - static constexpr size_t kShaBlocks = 2; + static constexpr size_t kBits = EC::kBits; + static constexpr size_t kKeccakBlocks = 1; // Field elements (Montgomery-encoded). Elt pkx_; Elt pky_; - // SHA-256 block witnesses (2 blocks for 64-byte input). - FlatSHA256Witness::BlockWitness sha_bw_[kShaBlocks]; + // Keccak-256 block witness (1 block for 64-byte input). + Sha3Witness::BlockWitness keccak_bw_; // ECDSA verify witness. VerifyWitness3 ecdsa_; - explicit HiddenPKWitness() - : ecdsa_(p256k1_scalar, p256k1) {} + explicit HiddenPKWitness() : ecdsa_(p256k1_scalar, p256k1) {} // Compute all witness values. // Returns false if the ECDSA witness computation fails (bad signature). @@ -57,8 +56,7 @@ class HiddenPKWitness { return false; } - // 2. Build the 64-byte SHA-256 message: pkx_bytes || pky_bytes. - // Both coordinates are encoded big-endian (MSB byte first). + // 2. Build the 64-byte Keccak message: pkx_bytes || pky_bytes (big-endian). uint8_t msg[64] = {}; Nat nx = F.from_montgomery(pkx); Nat ny = F.from_montgomery(pky); @@ -73,33 +71,36 @@ class HiddenPKWitness { msg[32 + i] = by; } - // 3. Compute SHA-256 witnesses (with standard padding). - uint8_t nb = 0; - std::vector padded(64 * kShaBlocks, 0); - FlatSHA256Witness::transform_and_witness_message( - sizeof(msg), msg, kShaBlocks, nb, padded.data(), sha_bw_); - // nb must be kShaBlocks; verify for debugging. - (void)nb; // nb should equal kShaBlocks + // 3. Compute Keccak-256 block witnesses. + std::vector seed(msg, msg + 64); + std::vector bws; + Sha3Witness::compute_witness_keccak256(seed, bws); + keccak_bw_ = bws[0]; return true; } - // Return pkHash = SHA256(pkx_bytes || pky_bytes) as a 32-byte array - // (big-endian, i.e., sha_bw_[1].h1[0] is the most significant word). - std::vector pk_hash_bytes() const { - std::vector out(32); - for (int i = 0; i < 8; ++i) { - uint32_t w = sha_bw_[kShaBlocks - 1].h1[i]; - out[4 * i + 0] = (w >> 24) & 0xFF; - out[4 * i + 1] = (w >> 16) & 0xFF; - out[4 * i + 2] = (w >> 8) & 0xFF; - out[4 * i + 3] = (w ) & 0xFF; + // Return the Ethereum address: last 20 bytes of keccak256(pkx || pky). + std::vector eth_address_bytes() const { + const Field& F = p256k1_base; + uint8_t msg[64] = {}; + Nat nx = F.from_montgomery(pkx_); + Nat ny = F.from_montgomery(pky_); + for (size_t i = 0; i < 32; ++i) { + uint8_t bx = 0, by = 0; + for (int j = 0; j < 8; ++j) { + if (nx.bit(255 - (i * 8 + j))) bx |= (1u << (7 - j)); + if (ny.bit(255 - (i * 8 + j))) by |= (1u << (7 - j)); + } + msg[i] = bx; + msg[32 + i] = by; } - return out; + uint8_t hash[32]; + Sha3Reference::keccak256Hash(msg, 64, hash); + return std::vector(hash + 12, hash + 32); } // Fill a DenseFiller with all private witness values. - // The public inputs must be filled by the caller before calling this. void fill_witness(DenseFiller& filler) const { const Field& F = p256k1_base; @@ -115,22 +116,8 @@ class HiddenPKWitness { for (size_t i = 0; i < kBits; ++i) filler.push_back(F.of_scalar(ny.bit(i))); - // SHA-256 block witnesses (packed format, kShaPluckerSize = 2). - BitPluckerEncoder enc(F); - auto push_packed = [&](uint32_t val) { - auto packed = enc.mkpacked_v32(val); - for (const auto& x : packed) filler.push_back(x); - }; - - for (size_t blk = 0; blk < kShaBlocks; ++blk) { - const auto& bw = sha_bw_[blk]; - for (int k = 0; k < 48; ++k) push_packed(bw.outw[k]); - for (int k = 0; k < 64; ++k) { - push_packed(bw.oute[k]); - push_packed(bw.outa[k]); - } - for (int k = 0; k < 8; ++k) push_packed(bw.h1[k]); - } + // Keccak-256 block witness bits. + Sha3Witness::fill_witness(filler, keccak_bw_, F); // ECDSA verify witnesses. ecdsa_.fill_witness(filler); diff --git a/lib/circuits/tests/sha3/sha3_circuit.h b/lib/circuits/tests/sha3/sha3_circuit.h index a5ed59e6..eef93b6f 100644 --- a/lib/circuits/tests/sha3/sha3_circuit.h +++ b/lib/circuits/tests/sha3/sha3_circuit.h @@ -322,6 +322,88 @@ class Sha3Circuit { check(bw_idx == bws.size(), "Did not consume all BlockWitnesses"); } + // Identical to assert_shake256 + // except the padding byte is 0x01 instead of 0x1F, and output is fixed at + // 32 bytes so there is no squeeze phase. + // + // For Ethereum address derivation: call with the 64-byte uncompressed public + // key (x || y, no 0x04 prefix) and take out[12..31] as the address. + void assert_keccak256(const std::vector& seed, std::vector& out, + const std::vector& bws) { + constexpr size_t rate = 136; + constexpr size_t outlen = 32; + size_t num_absorb_blocks = (seed.size() + rate) / rate; + // 32-byte output fits in the first rate-sized squeeze, so no extra blocks. + check(bws.size() == num_absorb_blocks, "Incorrect number of BlockWitnesses"); + + out.resize(outlen); + + // Eagerly bind output wires to the final absorbed state (round 23). + // Must happen before the absorb loop so the wire refs are available. + size_t out_ptr = 0; + size_t sx = 0, sy = 0; + for (size_t i = 0; i < outlen; i += 8) { + for (size_t b = 0; b < 8; ++b) { + for (size_t j = 0; j < 8; ++j) { + out[out_ptr][j] = + bws[num_absorb_blocks - 1].a_intermediate[23][sx][sy][b * 8 + j]; + } + ++out_ptr; + } + ++sx; + if (sx == 5) { + ++sy; + sx = 0; + } + } + + // Absorb phase. + std::vector block(200); + for (size_t i = 0; i < 200; ++i) block[i] = lc_.template vbit<8>(0); + size_t bw_idx = 0; + size_t ptr = 0; + + for (size_t i = 0; i < seed.size(); ++i) { + block[ptr++] = seed[i]; + if (ptr == rate) { + v64 A_in[5][5]; + for (int x = 0; x < 5; ++x) { + for (int y = 0; y < 5; ++y) { + if (bw_idx == 0) { + A_in[x][y] = lc_.template vbit<64>(0); + } else { + A_in[x][y] = bws[bw_idx - 1].a_intermediate[23][x][y]; + } + } + } + xorin_block(A_in, block, rate); + keccak_f_1600(A_in, bws[bw_idx++]); + ptr = 0; + for (size_t j = 0; j < 200; ++j) block[j] = lc_.template vbit<8>(0); + } + } + + // Keccak-256 padding: 0x01 at ptr, 0x80 XOR'd at rate-1. + // (SHAKE256 uses 0x1F here; SHA3-256 uses 0x06.) + block[ptr] = lc_.vxor(block[ptr], lc_.template vbit<8>(0x01)); + block[rate - 1] = lc_.vxor(block[rate - 1], lc_.template vbit<8>(0x80)); + + v64 A_in[5][5]; + for (int x = 0; x < 5; ++x) { + for (int y = 0; y < 5; ++y) { + if (bw_idx == 0) { + A_in[x][y] = lc_.template vbit<64>(0); + } else { + A_in[x][y] = bws[bw_idx - 1].a_intermediate[23][x][y]; + } + } + } + xorin_block(A_in, block, rate); + keccak_f_1600(A_in, bws[bw_idx++]); + + check(bw_idx == bws.size(), "Did not consume all BlockWitnesses"); + } + template void sha3_vassert_eq_range(const v64& x, const v64& y) const { auto xx = lc_.as_scalar(lc_.template slice(x)); @@ -336,9 +418,6 @@ class Sha3Circuit { sha3_vassert_eq_range<32, 48>(x, y); sha3_vassert_eq_range<48, 64>(x, y); } else { - // Assume >= 22 bit subfield. If this assumption is - // wrong, as_scalar() will crash at circuit-compile time, - // but we won't produce an unsound circuit. sha3_vassert_eq_range<0, 22>(x, y); sha3_vassert_eq_range<22, 43>(x, y); sha3_vassert_eq_range<43, 64>(x, y); diff --git a/lib/circuits/tests/sha3/sha3_circuit_test.cc b/lib/circuits/tests/sha3/sha3_circuit_test.cc index 7bc2f433..fd925b57 100644 --- a/lib/circuits/tests/sha3/sha3_circuit_test.cc +++ b/lib/circuits/tests/sha3/sha3_circuit_test.cc @@ -260,6 +260,63 @@ TEST(SHA3_Circuit, AssertShake256) { } } +TEST(SHA3_Circuit, AssertKeccak256EthereumAddress) { + const EvalBackend ebk(F); + const Logic L(&ebk, F); + Sha3Circuit SHAC(L); + + static const uint8_t pubkey[64] = { + 0x2e, 0x30, 0x8d, 0x25, 0xd2, 0x7f, 0x4c, 0x59, 0x5c, 0x4a, 0x75, + 0x43, 0x25, 0x3f, 0x3c, 0x23, 0x50, 0xc9, 0xd3, 0x23, 0xbc, 0xd5, + 0x02, 0x29, 0xc8, 0x37, 0x68, 0x1f, 0x08, 0xda, 0x6a, 0x33, 0xb8, + 0xab, 0x23, 0x8f, 0xae, 0xcd, 0x9c, 0xf2, 0xa7, 0x35, 0x9e, 0x6a, + 0x69, 0x08, 0x97, 0x10, 0x87, 0x6a, 0xb1, 0x36, 0xab, 0x01, 0x7f, + 0x88, 0x50, 0x5c, 0x03, 0x51, 0x6c, 0xc0, 0x99, 0xc6, + }; + // Expected: last 20 bytes of keccak256(pubkey), i.e., digest[12..31]. + static const uint8_t expected_addr[20] = { + 0xb9, 0x0d, 0x65, 0xa6, 0x24, 0x90, 0x9b, 0xc3, 0x6e, 0xee, + 0x6b, 0xff, 0xde, 0xcf, 0x3c, 0x5a, 0xcd, 0x77, 0x74, 0xc0, + }; + + std::vector seed; + for (uint8_t byte : pubkey) seed.push_back(L.vbit8(byte)); + + std::vector bws; + Sha3Witness::compute_witness_keccak256( + std::vector(pubkey, pubkey + 64), bws); + + std::vector::BlockWitness> circuit_bws(bws.size()); + for (size_t k = 0; k < bws.size(); ++k) { + for (size_t round = 0; round < 24; ++round) { + if (sha3_slice_at(round)) { + for (size_t x = 0; x < 5; ++x) { + for (size_t y = 0; y < 5; ++y) { + for (size_t b = 0; b < 64; ++b) { + circuit_bws[k].a_intermediate[round][x][y][b] = + L.bit((bws[k].a_intermediate[round][x][y] >> b) & 1); + } + } + } + } + } + } + + std::vector hash_out; + SHAC.assert_keccak256(seed, hash_out, circuit_bws); + + ASSERT_EQ(hash_out.size(), 32u); + + // Ethereum address is hash_out[12..31]. + for (size_t i = 0; i < 20; ++i) { + uint8_t val = 0; + for (int j = 0; j < 8; ++j) { + if (L.eval(hash_out[12 + i][j]).elt() == F.one()) val |= (1 << j); + } + EXPECT_EQ(val, expected_addr[i]) << "address byte " << i << " mismatch"; + } +} + template std::unique_ptr> make_shake256_circuit(size_t seed_size, size_t out_size, diff --git a/lib/circuits/tests/sha3/sha3_reference.cc b/lib/circuits/tests/sha3/sha3_reference.cc index a87d8e81..604bd57d 100644 --- a/lib/circuits/tests/sha3/sha3_reference.cc +++ b/lib/circuits/tests/sha3/sha3_reference.cc @@ -204,4 +204,41 @@ void Sha3Reference::shake256Hash(const uint8_t* in, size_t inlen, uint8_t* out, shake(136, in, inlen, out, outlen); } +void Sha3Reference::keccak256Hash(const uint8_t* in, size_t inlen, + uint8_t out[32]) { + // Keccak-256 rate = 200 - 2*32 = 136 bytes (same as SHA3-256). + // The only difference from SHA3-256 is the padding byte: 0x01 here vs 0x06. + constexpr size_t rate = 136; + constexpr size_t mdlen = 32; + uint64_t A[5][5] = {}; + uint8_t block[200] = {}; + size_t ptr = 0; + + for (size_t i = 0; i < inlen; ++i) { + block[ptr++] = in[i]; + if (ptr == rate) { + xorin(A, block, rate); + keccak_f_1600(A); + ptr = 0; + for (size_t j = 0; j < rate; ++j) block[j] = 0; + } + } + + // Keccak-256 padding: 0x01 (SHA3 uses 0x06, SHAKE uses 0x1F). + block[ptr] ^= 0x01; + block[rate - 1] ^= 0x80; + xorin(A, block, rate); + keccak_f_1600(A); + + size_t x = 0, y = 0; + for (size_t i = 0; i < mdlen; i += 8) { + wu64le(&out[i], A[x][y]); + ++x; + if (x == 5) { + ++y; + x = 0; + } + } +} + } // namespace proofs diff --git a/lib/circuits/tests/sha3/sha3_reference.h b/lib/circuits/tests/sha3/sha3_reference.h index 9ad0f927..dcd73446 100644 --- a/lib/circuits/tests/sha3/sha3_reference.h +++ b/lib/circuits/tests/sha3/sha3_reference.h @@ -53,6 +53,12 @@ class Sha3Reference { static void shake256Hash(const uint8_t* in, size_t inlen, uint8_t* out, size_t outlen); static void xorin(uint64_t A[5][5], const uint8_t* d, size_t n); + + // Keccak-256 as used by Ethereum. Identical to SHA3-256 except the padding + // byte is 0x01 instead of 0x06. To derive an Ethereum address from a 64-byte + // uncompressed public key (without the 0x04 prefix), hash those 64 bytes with + // this function and take the last 20 bytes of the result. + static void keccak256Hash(const uint8_t* in, size_t inlen, uint8_t out[32]); }; } // namespace proofs diff --git a/lib/circuits/tests/sha3/sha3_reference_test.cc b/lib/circuits/tests/sha3/sha3_reference_test.cc index e802e2c5..1e160718 100644 --- a/lib/circuits/tests/sha3/sha3_reference_test.cc +++ b/lib/circuits/tests/sha3/sha3_reference_test.cc @@ -149,5 +149,74 @@ TEST(Sha3Reference, Shake256Test) { } } +// Known-vector check: keccak256("") and keccak256("abc"). +// These differ from SHA3-256 only in the padding byte (0x01 vs 0x06). +TEST(Sha3Reference, Keccak256KnownVectors) { + struct tv { + const char* msg; + uint8_t hash[32]; + }; + static const tv vecs[] = { + // keccak256("") - used as the canonical Ethereum empty-input vector + {"", + {0xc5, 0xd2, 0x46, 0x01, 0x86, 0xf7, 0x23, 0x3c, 0x92, 0x7e, 0x7d, + 0xb2, 0xdc, 0xc7, 0x03, 0xc0, 0xe5, 0x00, 0xb6, 0x53, 0xca, 0x82, + 0x27, 0x3b, 0x7b, 0xfa, 0xd8, 0x04, 0x5d, 0x85, 0xa4, 0x70}}, + // keccak256("abc") + {"abc", + {0x4e, 0x03, 0x65, 0x7a, 0xea, 0x45, 0xa9, 0x4f, 0xc7, 0xd4, 0x7b, + 0xa8, 0x26, 0xc8, 0xd6, 0x67, 0xc0, 0xd1, 0xe6, 0xe3, 0x3a, 0x64, + 0xa0, 0x36, 0xec, 0x44, 0xf5, 0x8f, 0xa1, 0x2d, 0x6c, 0x45}}, + }; + for (const auto& v : vecs) { + uint8_t out[32]; + Sha3Reference::keccak256Hash(reinterpret_cast(v.msg), + strlen(v.msg), out); + for (size_t i = 0; i < 32; ++i) { + EXPECT_EQ(out[i], v.hash[i]) << "byte " << i << " for input \"" << v.msg + << "\""; + } + } +} + +// Sanity check: derive an Ethereum address from a known public key. +// +// Ethereum address derivation: keccak256(pubkey_x || pubkey_y)[12:32] +// i.e., the last 20 bytes of the 32-byte keccak256 digest. +// +// Public key (64 bytes, uncompressed, no 0x04 prefix): +// 2e308d25d27f4c595c4a7543253f3c23 50c9d323bcd50229c837681f08da6a33 +// b8ab238faecd9cf2a7359e6a69089710 876ab136ab017f88505c03516cc099c6 +// +// Full keccak256 digest: +// 0c2be79367ba0c0b59460475b90d65a624909bc36eee6bffdecf3c5acd7774c0 +// +// Ethereum address = digest[12..31]: +// 0xb90d65a624909bc36eee6bffdecf3c5acd7774c0 +TEST(Sha3Reference, Keccak256EthereumAddress) { + static const uint8_t pubkey[64] = { + 0x2e, 0x30, 0x8d, 0x25, 0xd2, 0x7f, 0x4c, 0x59, 0x5c, 0x4a, 0x75, + 0x43, 0x25, 0x3f, 0x3c, 0x23, 0x50, 0xc9, 0xd3, 0x23, 0xbc, 0xd5, + 0x02, 0x29, 0xc8, 0x37, 0x68, 0x1f, 0x08, 0xda, 0x6a, 0x33, 0xb8, + 0xab, 0x23, 0x8f, 0xae, 0xcd, 0x9c, 0xf2, 0xa7, 0x35, 0x9e, 0x6a, + 0x69, 0x08, 0x97, 0x10, 0x87, 0x6a, 0xb1, 0x36, 0xab, 0x01, 0x7f, + 0x88, 0x50, 0x5c, 0x03, 0x51, 0x6c, 0xc0, 0x99, 0xc6, + }; + // Expected: last 20 bytes of keccak256(pubkey), i.e., digest[12..31]. + static const uint8_t expected_addr[20] = { + 0xb9, 0x0d, 0x65, 0xa6, 0x24, 0x90, 0x9b, 0xc3, 0x6e, 0xee, + 0x6b, 0xff, 0xde, 0xcf, 0x3c, 0x5a, 0xcd, 0x77, 0x74, 0xc0, + }; + + uint8_t hash[32]; + Sha3Reference::keccak256Hash(pubkey, sizeof(pubkey), hash); + + // Ethereum address = last 20 bytes of the 32-byte keccak256 digest. + for (size_t i = 0; i < 20; ++i) { + EXPECT_EQ(hash[12 + i], expected_addr[i]) + << "address byte " << i << " mismatch"; + } +} + } // namespace } // namespace proofs diff --git a/lib/circuits/tests/sha3/sha3_witness.cc b/lib/circuits/tests/sha3/sha3_witness.cc index 98ad7445..ae3f8fce 100644 --- a/lib/circuits/tests/sha3/sha3_witness.cc +++ b/lib/circuits/tests/sha3/sha3_witness.cc @@ -80,4 +80,35 @@ void Sha3Witness::compute_witness_shake256( } } +void Sha3Witness::compute_witness_keccak256( + const std::vector& seed, std::vector& witnesses) { + constexpr size_t rate = 136; + uint64_t A[5][5]; + std::memset(A, 0, sizeof(A)); + + uint8_t block[200] = {0}; + size_t ptr = 0; + + for (size_t i = 0; i < seed.size(); ++i) { + block[ptr++] = seed[i]; + if (ptr == rate) { + Sha3Reference::xorin(A, block, rate); + BlockWitness bw; + compute_witness_block(A, bw); + witnesses.push_back(bw); + ptr = 0; + std::memset(block, 0, rate); + } + } + + // Keccak-256 padding: 0x01 (SHAKE256 uses 0x1F, SHA3-256 uses 0x06). + block[ptr] ^= 0x01; + block[rate - 1] ^= 0x80; + Sha3Reference::xorin(A, block, rate); + BlockWitness bw; + compute_witness_block(A, bw); + witnesses.push_back(bw); + // No squeeze phase: 32-byte output < 136-byte rate, already in final state. +} + } // namespace proofs diff --git a/lib/circuits/tests/sha3/sha3_witness.h b/lib/circuits/tests/sha3/sha3_witness.h index 2946620a..2a7fa246 100644 --- a/lib/circuits/tests/sha3/sha3_witness.h +++ b/lib/circuits/tests/sha3/sha3_witness.h @@ -41,6 +41,12 @@ struct Sha3Witness { size_t outlen, std::vector& witnesses); + // Generate BlockWitnesses for a keccak256 computation (Ethereum's hash). + // Padding byte is 0x01 instead of SHAKE256's 0x1F. Output is always 32 + // bytes so no squeeze-phase witnesses are needed. + static void compute_witness_keccak256(const std::vector& seed, + std::vector& witnesses); + // Fills a Dense array mapping with exactly the bit outputs of the block // witnesses. template From 96b24feed2d7a1819d8d9b503845c9172618db46 Mon Sep 17 00:00:00 2001 From: Mahdi Sedaghat <41582368+Mahdi171@users.noreply.github.com> Date: Mon, 4 May 2026 22:03:58 +0200 Subject: [PATCH 4/4] chore: Apache 2.0 licence & remove draft material --- .gitignore | 5 +- ERC_hiddeppk.md | 309 --------------------- README.md | 222 +++------------ docs/digrams/01-architecture.png | Bin 192923 -> 0 bytes docs/digrams/02-exposure.png | Bin 160184 -> 0 bytes docs/digrams/03-proof-composition .png | Bin 117859 -> 0 bytes lib/circuits/hidden_pk/CMakeLists.txt | 14 + lib/circuits/hidden_pk/hidden_pk_circuit.h | 13 + lib/circuits/hidden_pk/hidden_pk_test.cc | 14 +- lib/circuits/hidden_pk/hidden_pk_witness.h | 14 + lib/circuits/tests/sha3/sha3_circuit.h | 3 + 11 files changed, 98 insertions(+), 496 deletions(-) delete mode 100644 ERC_hiddeppk.md delete mode 100644 docs/digrams/01-architecture.png delete mode 100644 docs/digrams/02-exposure.png delete mode 100644 docs/digrams/03-proof-composition .png diff --git a/.gitignore b/.gitignore index b94bba1d..f81c6f0c 100644 --- a/.gitignore +++ b/.gitignore @@ -1,6 +1,3 @@ -.devcontainer/ -.github/ clang-build-release/ *.DS_Store -build/ -wallet-interface/ \ No newline at end of file +build/ \ No newline at end of file diff --git a/ERC_hiddeppk.md b/ERC_hiddeppk.md deleted file mode 100644 index 24e1e90c..00000000 --- a/ERC_hiddeppk.md +++ /dev/null @@ -1,309 +0,0 @@ -# Post-Quantum Ethereum Wallets via Hidden Public Keys and EIP-7702 Delegation - -*Implementation: [github.com/SoundnessLabs/longfellow-zk-hiddenpk](https://github.com/SoundnessLabs/longfellow-zk-hiddenpk)* - ---- - -## TL;DR - -- Any Ethereum EOA that has transacted has its secp256k1 public key permanently on-chain and is quantum-vulnerable today. -- A single EIP-7702 transaction retrofits the existing EOA to post-quantum security with no address change, no asset migration, and no consensus modification. -- The EOA installs a `GatedWallet` contract that accepts only ZK proofs of ECDSA knowledge under a **hidden public key**. That key never appears on-chain at any point. -- A working C++ implementation over secp256k1 using Longfellow-ZK (Ligero, hash-only, post-quantum sound) benchmarks at **87 ms prove / 65 ms verify / 226 KB proof** on Apple M1. An independent Rust port is available at [github.com/abetterinternet/zk-cred-longfellow](https://github.com/abetterinternet/zk-cred-longfellow). -- We identify a **designated-prover ECDSA** optimization: because the prover is also the signer, the verification path collapses from two variable-base MSMs to two fixed-base ones, with an estimated 3-5x constraint reduction. -- This work extends [quantum-proof keypairs with ECDSA-ZK (ethresear.ch, 2022)](https://ethresear.ch/t/quantum-proof-keypairs-with-ecdsa-zk/14901) and fills in the delegation and verification flow that was left open there. - ---- - -## 1. Problem - -Every Ethereum account that has ever sent a transaction has its secp256k1 public key permanently recoverable from the blockchain. Shor's algorithm extracts the private key from that public key in polynomial time on a cryptographically-relevant quantum computer (CRQC). NIST completed its PQC standardization in 2024. Harvest-now-decrypt-later timelines are actively shortening. - -The standard answers all have a high cost of entry: - -| Approach | Address change | Asset migration | Consensus change | Public key exposed | -|---|---|---|---|---| -| Migrate to PQ address | Yes | Yes | Yes | Once | -| Ephemeral key rotation [1] | No | No | No | Every tx | -| New PQ smart wallet | Yes | Yes | No | Once | -| **This work** | **No** | **No** | **No** | **Setup only** | - -Ephemeral key rotation [1] is the closest prior construction. The address stays constant, and the authorized signer rotates in smart contract storage after each transaction. The gap: each transaction must broadcast the current public key in the mempool, leaving a window where a CRQC can extract the private key before rotation lands. In the construction described here, the hidden public key never appears anywhere. - ---- - -## 2. Why Not Post-Quantum Signatures - -Falcon, Dilithium (ML-DSA), and SPHINCS+ are the right long-term answer. They are also unavailable to most Ethereum wallets today, and not for lack of trying. - -The core problem is the infrastructure layer beneath the wallet software. Most institutional and consumer wallets rely on either hardware security modules (HSMs) or multi-party computation (MPC) protocols for key management. Current-generation HSMs support ECDSA, RSA, and EdDSA. They do not support lattice-based or hash-based signature schemes, and the hardware update cycle for HSM vendors runs two to five years. MPC wallets face a harder version of the same problem: threshold ECDSA has been worked on for over a decade and has well-audited protocols (GG18, CGGMP21). Threshold ML-DSA exists in research, but production-grade, audited threshold implementations are not deployed at scale. - -Beyond the HSM and MPC layer, a PQ migration requires new address schemes, consensus-level changes, updated wallet interfaces across every client, and new calldata economics for larger PQ signatures (ML-DSA signatures are 2.4-3.3 KB versus 65 bytes for ECDSA). - -The hidden-PK construction described here does not replace ECDSA. It wraps it. The HSM or MPC system continues to run ECDSA internally. The ZK proof layer sits above that, in wallet software, and the on-chain verifier only sees a proof that the ECDSA signing happened correctly under a committed key. Nothing below the wallet software changes. This is the fastest path to quantum safety for MPC and HSM wallets in production today. - ---- - -## 3. Prior Work and What Was Missing - -The 2022 ethresear.ch post [2] identified the right goal: prove ECDSA signature knowledge without revealing the public key. Two things were left open: - -1. **The delegation flow.** How does the proof connect to the existing EOA's assets, and what is the on-chain gating mechanism? -2. **The proof system choice.** What ZK backend is usable? Groth16 and KZG-PLONK are not post-quantum sound. - -PSE's [zkID project](https://github.com/privacy-ethereum/zkID) is solving the same problem from the identity angle: ZK proofs over ECDSA credentials for privacy-preserving identity on Ethereum. Their circuit work demonstrates that ECDSA-ZK is operationally practical today. The ZK identity stack that zkID has built, including verifier contracts, mobile-side proving libraries, and standardized proof formats, is directly reusable for the hidden-PK wallet construction described here. This is why the proposal is deployable now. A wallet vendor integrating zkID's ECDSA-ZK circuits gets both identity and quantum-safe transaction authorization from the same codebase. - -This post fills the delegation and verification gaps with a concrete construction. - ---- - -## 4. Construction - -### 4.1 Setup: one transaction - -The user's existing EOA `A` signs a single EIP-7702 authorization pointing to a `GatedWallet` contract. This is the last time `sk_A` is used for normal spending. - -``` -EIP-7702 SetCode authorization: - chain_id || address(GatedWallet) || nonce_A || sig_A -``` - -After this lands, any call to `addr_A` executes `GatedWallet` code. The contract's state at `addr_A`'s storage slots holds one value: - -``` -pkHash_B = H(pkx_B || pky_B) -``` - -where `pk_B` is the user's new hidden keypair, generated off-chain and never broadcast. - -**Note on hash function (WIP).** The current implementation uses SHA-256 for `pkHash_B` because Longfellow-ZK does not yet support Keccak inside circuits. Ethereum's native address scheme uses Keccak-256. Adding Keccak support to Longfellow is ongoing work and will tighten the alignment with Ethereum's existing commitment scheme once complete. - -### 4.2 Steady state: ZK-gated execution - -Every subsequent transaction: - -1. The user's wallet generates a ZK proof $\pi$ on-device, proving: - $$\exists\, (pk_B, r, s) \;\text{ s.t. }\; \mathrm{ECDSA.verify}(pk_B,\, (r,s),\, e) = 1 \;\wedge\; H(pk_B) = pkHash_B$$ - where $e = H(\mathtt{userOpHash} \;|\!|\; \mathtt{chainid} \;|\!|\; \mathtt{nonce})$ binds the proof to this specific action on this specific chain at this nonce. -2. The UserOperation (ERC-4337) carries $\pi$ in its `signature` field. A public bundler forwards it. -3. `GatedWallet.execute` calls `zkVerifier.verify(proof, pkHash_B, e)`. -4. On success, `addr_A`'s assets move per the requested action. - - - -### 4.3 Solidity sketch - -```solidity -contract GatedWallet { - bytes32 public immutable pkHash; - IZKVerifier public immutable zkVerifier; - uint256 public nonce; - - constructor(bytes32 _pkHash, IZKVerifier _v) { - pkHash = _pkHash; - zkVerifier = _v; - } - - function execute( - address to, uint256 value, bytes calldata data, bytes calldata proof - ) external { - // EIP-7702 self-call idiom: the EOA's own signed tx sets msg.sender = address(this). - // Any external caller has a different msg.sender and is rejected here. - require(msg.sender == address(this), "self only"); - - bytes32 e = keccak256(abi.encode(keccak256(data), block.chainid, nonce)); - require(zkVerifier.verify(proof, pkHash, e), "bad proof"); - nonce++; - - (bool ok,) = to.call{value: value}(data); - require(ok); - } -} -``` - ---- - -## 5. Hybrid Transition: Dual-Signature Safety Net - -The construction above gives full post-quantum security once deployed. However, during an initial deployment period there is a reasonable concern: the ZK proof system (Longfellow-ZK / Ligero) has not been in production for years, and a soundness flaw in the circuit could let an attacker forge a proof and drain `addr_A`'s assets. - -To address this, the `GatedWallet` can enforce both signatures simultaneously during an initial transition period: - -$$\text{authorize}(\mathtt{to}, \mathtt{value}, \mathtt{data}) \iff \underbrace{\mathrm{ECDSA.verify}(pk_1,\, sig_1,\, e)}_{\text{classical check, } pk_1 \text{ exposed}} \;\wedge\; \underbrace{\mathrm{ZK.verify}(\pi,\, pkHash_2,\, e)}_{\text{hidden-key check, PQ-safe}}$$ - -The semantics: - -- $pk_1$ is the original exposed keypair (attacker can run Shor on it, but $sk_2$ remains hidden). -- $pk_2$ is the new hidden keypair (attacker cannot run Shor because $pk_2$ is never published). -- Classical security holds as long as no CRQC exists. Post-quantum security holds even if a CRQC exists, because $pk_2$ is hidden. -- If the ZK proof system has a soundness flaw, the classical signature still prevents unauthorized spending. - -```solidity -function execute( - address to, uint256 value, bytes calldata data, - bytes calldata zkProof, - uint8 v1, bytes32 r1, bytes32 s1 // classical sig under pk_1 -) external { - require(msg.sender == address(this), "self only"); - - bytes32 e = keccak256(abi.encode(keccak256(data), block.chainid, nonce)); - - // Classical guard: original key co-authorizes during transition. - require(ecrecover(e, v1, r1, s1) == address(this), "bad sig1"); - - // ZK guard: hidden key proves knowledge without revealing pk_2. - require(zkVerifier.verify(zkProof, pkHash2, e), "bad proof"); - - nonce++; - (bool ok,) = to.call{value: value}(data); - require(ok); -} -``` - -After multiple years of deployment and independent auditing, the `ecrecover` check is removed by a fresh EIP-7702 SetCode pointing to a new `GatedWallet` without the classical guard. At that point the system transitions to pure hidden-PK security. - -This layered approach separates two distinct failure modes: a quantum computer breaking ECDSA and a soundness bug in the ZK system. The dual-signature contract is robust against either one in isolation. - ---- - -## 6. Circuit - -The circuit runs over secp256k1's base field. Two sub-circuits compose: - -1. **ECDSA verification sub-circuit** (`VerifyCircuit`): checks the identity $G \cdot e + pk \cdot r + R \cdot (-s) = \mathcal{O}$ with private witnesses $(pk, r, s)$ and public input $e$. -2. **Hash sub-circuit** (`FlatHashCircuit`): computes SHA-256 over the 64-byte concatenation $(pkx \;|\!|\; pky)$ and checks equality to the public `pkHash`. - -secp256k1's base field has $v_2(p^2-1) = 5$, which rules out standard NTT-based Reed-Solomon. The implementation uses `CrtConvolutionFactory>` as the RS backend in Longfellow-ZK. - -![Proof composition: ECDSA + hash sub-circuits](docs/digrams/03-proof-composition%20.png) - ---- - -## 7. Designated-Prover ECDSA Optimization - -### 7.1 Why the current circuit is over-specified - -Standard ECDSA verification computes: -$$R = u_1 \cdot G + u_2 \cdot pk, \qquad u_1 = e \cdot s^{-1},\quad u_2 = r \cdot s^{-1}$$ - -This requires **two variable-base scalar multiplications** on secp256k1. They account for approximately 70% of the circuit's constraints in the current implementation. - -This is the general case, designed for a verifier who holds only the public inputs $(pk, e, r, s)$ and cannot assume anything about the signer. Our prover is not in that situation. The prover **generated the signature**: they hold $sk_B$ and the nonce $k$ they chose. - -### 7.2 The optimization - -A prover who knows $sk$ can prove the signing equations directly instead of the verification equations: - -$$pk = sk \cdot G, \qquad r = (k \cdot G).x, \qquad s = k^{-1}(e + r \cdot sk) \bmod n$$ - -This replaces two variable-base MSMs with **two fixed-base scalar multiplications** (the base point $G$ is a public constant, so precomputed lookup tables cut constraint count by 4-8x) plus cheap modular arithmetic with no further elliptic curve operations. - - - -| Metric | Standard verifier circuit | Designated-prover circuit (est.) | -|---|---|---| -| EC operations | 2 variable-base MSMs | 2 fixed-base MSMs + arithmetic | -| Constraint count (est.) | ~100K | ~20-35K | -| Proof size | 226 KB | ~50-80 KB | -| Prove time | ~87 ms | ~20-30 ms | -| On-chain gas | ~3 M | ~800 K | - -### 7.3 Why ECDSA cannot be dropped - -If the prover knows $sk$, one might ask: why not just prove $pk = sk \cdot G \wedge H(pk) = pkHash$ and skip ECDSA entirely? - -This does not work. A discrete-log proof of $pk = sk \cdot G$ has no binding to any specific transaction. A proof produced once for a given $pkHash$ is replayable against any future transaction on any chain at any nonce. - -ECDSA is the transaction integrity mechanism. The signature $(r, s)$ commits to $e = H(\mathtt{userOpHash} \;|\!|\; \mathtt{chainid} \;|\!|\; \mathtt{nonce})$, so the ZK proof is bound to exactly one action and expires after nonce increment. The designated-prover optimization changes only the circuit path used to prove the signature is correctly formed; it does not affect the soundness of the transaction binding. - ---- - -## 8. Security - -**Setup transaction exposure.** `pk_A` is exposed exactly once, in the setup transaction. A quantum adversary who extracts `sk_A` from this transaction finds that `addr_A`'s code is now `GatedWallet`. No spending is possible without a ZK proof over `pkHash_B`. The extracted `sk_A` is useless. - -**No mempool exposure in steady state.** UserOperations carry only the ZK proof $\pi$. By construction, $\pi$ reveals nothing about $pk_B$ or $(r, s)$ beyond the fact that they satisfy the committed relation. The hidden keypair is permanently hidden. - -![Public key exposure: ephemeral rotation vs. hidden-PK](docs/digrams/02-exposure.png) - -**Post-quantum soundness.** The proof system must be hash-based. Ligero, WHIR, and STARK constructions are acceptable. Groth16 and KZG-PLONK depend on discrete log hardness of a structured reference string and are not post-quantum sound. Longfellow-ZK uses Ligero with SHA-256, reducing soundness to hash collision resistance with 128-bit post-quantum security margin under Grover's algorithm. - -**Transaction binding.** The public input $e$ mixes `userOpHash`, `chainid`, and `nonce`. Cross-chain and cross-nonce replay is computationally infeasible. - -**No trusted setup.** Ligero and WHIR are transparent. There is no structured reference string and no trusted party. - ---- - -## 9. Performance - -Measured on Apple M1, single core, release build, `kLigeroRate = 7`, `kLigeroNreq = 132`. - -| Metric | Value | -|---|---| -| Circuit inputs | 7,694 | -| Public inputs | 258 | -| Circuit layers | 11 | -| Circuit compilation (one-time) | ~370 ms | -| Reed-Solomon commitment | ~40 ms | -| Sumcheck | ~42 ms | -| **Total prove time** | **~87 ms** | -| **Verification time** | **~65 ms** | -| **Proof size** | **226 KB** | - -Proof size breakdown: 32 B Merkle root, 17.6 KB sumcheck, 213.9 KB RS column openings (132 columns at ~1.6 KB each). Column openings dominate. On mobile hardware (Snapdragon 8 Gen 3, Apple A17) expect roughly 2-3x proving overhead, still well under one second. - -### On-chain gas - -| Item | Gas | -|---|---| -| Calldata (226 KB, ~70% non-zero) | ~2.5 M | -| Keccak Fiat-Shamir transcripts (~200 calls) | ~50 K | -| Merkle path verification (132 paths, 10 levels each) | ~330 K | -| Linear combination over public inputs | ~50 K | -| **Total** | **~3 M gas** | - -At 5 gwei with ETH at $3,000 this is roughly 4.5 cents per transaction. On Optimism or Arbitrum with calldata compression, the cost drops 10-50x. With the designated-prover circuit optimization from Section 7, proof size drops to approximately 50-80 KB and total gas falls below 800 K without any protocol changes. - -Three further paths reduce cost: reducing `kLigeroNreq` from 132 to 64 nearly halves proof size while keeping soundness above 100 bits; EIP-4844 blob posting moves the 226 KB off calldata at roughly $0.001 per 128 KB blob; a future hash precompile pushes verifier gas into the 200-500 K range. - ---- - -## 10. Relation to zkID (PSE) - -PSE's [zkID](https://github.com/privacy-ethereum/zkID) project is developing ZK identity credentials over ECDSA keypairs. Users prove ownership of an ECDSA-signed credential without revealing the underlying key material. The circuit primitives are the same as in this construction: ECDSA signature verification in ZK over secp256k1, with hash-based commitments. - -The practical connection: the ZK identity stack that zkID has built is directly reusable here. A wallet vendor integrating zkID's ECDSA-ZK circuits gets both privacy-preserving identity and quantum-safe transaction authorization from the same proving infrastructure. - -The scope difference is that zkID targets *who you are* (credential presentation, access control) while this work targets *what you own* (asset authorization, spending). The underlying ZK machinery is shared. - ---- - -## 11. Discussion and Open Questions - -**Designated-prover circuit implementation.** The constraint reduction in Section 7 is an estimate. A precise count requires encoding the fixed-base MSM lookup tables for secp256k1 under CRT-Reed-Solomon. This is the main open implementation task. - -**Keccak support in Longfellow.** SHA-256 is used for `pkHash_B` because Longfellow does not yet support Keccak inside circuits. Adding Keccak support tightens alignment with Ethereum's address scheme and removes the hash function mismatch. This is work in progress. - -**Revocation.** Revoking the delegation requires a fresh EIP-7702 SetCode transaction signed with `sk_A`. Wallet software should keep `sk_A` in cold storage after setup, even if it is never used for spending. - -**Proof aggregation.** Multiple users spending in the same block could aggregate their ZK proofs. Ligero's linear structure makes batch verification straightforward. The practical challenge is coordinating proof submission across independent users. - -**WHIR backend.** Longfellow's Reed-Solomon backend is modular. WHIR offers better proof sizes at the same security level. Benchmarking the ECDSA circuit with a WHIR backend is a direct next step. - -**ERC-4337 compatibility.** The hidden-PK smart account at `addr_A` is ERC-4337 compatible. Bundlers see a standard UserOperation with a ZK proof in the `signature` field. No bundler changes are required. - ---- - -## 12. References - -1. mvicari et al., "Achieving Quantum Safety Through Ephemeral Key Pairs and Account Abstraction," ethresear.ch, 2026. https://ethresear.ch/t/achieving-quantum-safety-through-ephemeral-key-pairs-and-account-abstraction/24273 -2. "Quantum Proof Keypairs with ECDSA-ZK," ethresear.ch, 2022. https://ethresear.ch/t/quantum-proof-keypairs-with-ecdsa-zk/14901 -3. Gaborit et al., "WHIR: Reed-Solomon Proximity Testing with Super-Fast Verification," IACR ePrint 2024/1586. -4. Frigo and Shelat, "Anonymous Credentials from ECDSA," IACR ePrint 2024/2010. (Longfellow-ZK) -5. EIP-7702: Set EOA Account Code. https://eips.ethereum.org/EIPS/eip-7702 -6. ERC-4337: Account Abstraction Using Alt Mempool. https://eips.ethereum.org/EIPS/eip-4337 -7. PSE zkID project. https://github.com/privacy-ethereum/zkID -8. SoundnessLabs longfellow-zk-hiddenpk (this work). https://github.com/SoundnessLabs/longfellow-zk-hiddenpk -9. Google Longfellow-ZK reference implementation (C++). https://github.com/google/longfellow-zk -10. Rust Longfellow port (independent, not Google-maintained). https://github.com/abetterinternet/zk-cred-longfellow -11. "PQ Provers for P2PKH Outputs," delvingbitcoin.org. https://delvingbitcoin.org/t/pq-provers-for-p2pkh-outputs/2287 diff --git a/README.md b/README.md index 17556da8..1b2d0ac3 100644 --- a/README.md +++ b/README.md @@ -1,218 +1,76 @@ - +# Longfellow ZK -

- Status: WIP - Build - Website -

-# Hidden-PK Wallet Circuit +[![License: Apache 2.0](https://img.shields.io/badge/License-Apache%202.0-blue.svg)](LICENSE) [![eprint](https://img.shields.io/badge/eprint-2024%2F2010-blue)](https://eprint.iacr.org/2024/2010) +[![IETF Draft](https://img.shields.io/badge/IETF%20Draft-draft--google--cfrg--libzk-lightgrey)](https://datatracker.ietf.org/doc/draft-google-cfrg-libzk/) +## Overview -**By [Soundness Labs](https://soundness.xyz)** — built on [Longfellow-ZK](https://github.com/google/longfellow-zk) (Google) +The Longfellow library enables the construction of zero-knowledge protocols concerning legacy identity verification standards such as the ISO MDOC standard, the JWT standard, and W3 Verifiable Credentials. This implementation is described in: -> **Work in Progress**: This is an active research prototype and is not production-ready. APIs, circuit design, and parameters may change. Do not use this to secure real assets until a stable release is announced. +* [Anonymous credentials from ECDSA](https://eprint.iacr.org/2024/2010) +* [libzk: A C++ Library for Zero-Knowledge Proofs](https://datatracker.ietf.org/doc/draft-google-cfrg-libzk/) +* [Project documentation](https://google.github.io/longfellow-zk/) -This repo extends the Longfellow-ZK library with a `hidden_pk` circuit that proves ECDSA signature validity over secp256k1 without revealing the public key or the signature. The circuit is the cryptographic core of [ERC-XXXX: Hidden-PK Wallet](./ERC-DRAFT.md), a quantum-resistant smart contract wallet standard that works with today's Ethereum infrastructure. +It is named after the bridge outside the Google Cambridge office. -The public key and signature never appear onchain. Hash preimage resistance survives quantum attacks. The account stays quantum-safe regardless of how many transactions it processes. +# Security Reviews ---- +This project is currently undergoing two independent security reviews by panels of academic and industry experts in the field. Their reports are available in the [Project documentation/Reviews](https://google.github.io/longfellow-zk/docs/reviews/) page. -## Table of Contents +# Specifications +This repository contains [the working files](https://github.com/google/longfellow-zk/tree/main/docs/specs) for a specification of Longfellow and its components. +If you are interested in contributing, please create an Issue or a Pull Request. Our discussions occur under Issues. -- [What We Built](#what-we-built) -- [Circuit Relation](#circuit-relation) -- [Keccak-256 Support](#keccak-256-support) -- [Prerequisites](#prerequisites) -- [Build](#build) -- [Running the Tests](#running-the-tests) -- [Benchmarks](#benchmarks) -- [Repository Structure](#repository-structure) -- [Acknowledgements](#acknowledgements) -- [About Soundness Labs](#about-soundness-labs) +# Testing via devcontainer +You can quickly test our library by using the associated devcontainer to create its environment. Simply click on `Code`-->`Codespaces`-->`Create codespace on master` above to get started. This creates a docker container on a Github server that includes all of the dependencies and provides a web-based VScode interface to our current codebase. You can compile and run our benchmarks in this environment, but some of them may be slower than our reported values due to the VM. ---- +# Instructions to build -## What We Built +## Requirements -Longfellow-ZK is a Google-developed ZK library for anonymous credentials: proving statements about ECDSA signatures without revealing them. It uses a Ligero-based proof system with a CRT Reed-Solomon construction that handles secp256k1's FFT-unfriendly field (secp256k1's base field has `v_2(p^2−1) = 5`, making standard NTT-based RS unusable). +This package depends on cmake, openssl, zstd, clang, googletest and +googlebenchmark. -We contributed a `hidden_pk` circuit on top of this library that proves the following: +### Ubuntu, debian -1. A valid secp256k1 ECDSA signature exists under some public key `pk` -2. `keccak256(pkx_bytes || pky_bytes)[12:32] == eth_addr` - -Both `pk` and `(r, s)` stay as private witnesses. The public statement is the standard 20-byte Ethereum address — no intermediate hash or custom commitment scheme. The onchain contract stores only the existing Ethereum address and validates transactions via this ZK proof. - ---- - -## Circuit Relation - -``` -R = { (eth_addr, e) ; (pk, sig) : - keccak256(pkx_bytes || pky_bytes)[12:32] == eth_addr - AND ECDSA_verify_secp256k1(pk, sig, e) == true } ``` - -`e` is the transaction hash (public). `eth_addr` is the standard 20-byte Ethereum address (public). `pk = (pkx, pky)` and `sig = (r, s)` are private witnesses. Revealing `(r, s)` alongside `e` is enough to recover `pk` via `ecrecover`: this is why both must stay hidden. - -The public input is the native Ethereum address format — no custom commitment or extra onchain translation step required. - ---- - -## Keccak-256 Support - -Ethereum's address derivation uses Keccak-256, not SHA3-256. They share the same Keccak-f[1600] permutation and 136-byte rate, but differ only in the padding byte appended before squeezing: `0x01` for Keccak-256 (Ethereum), `0x06` for SHA3-256, `0x1F` for SHAKE-256. Longfellow-ZK's SHA3 circuit already proved SHA3-256 and SHAKE; we extended it to cover Keccak-256 by adding: - -- **`circuits/tests/sha3/sha3_reference.cc`** — `keccak256Hash` reference implementation (0x01 padding) -- **`circuits/tests/sha3/sha3_witness.cc`** — `compute_witness_keccak256` to generate Keccak block witnesses -- **`circuits/tests/sha3/sha3_circuit.h`** — `assert_keccak256` circuit method for in-circuit Keccak-256 proofs -- **`circuits/tests/sha3/sha3_reference_test.cc`** — known-vector tests including `keccak256("")`, `keccak256("abc")`, and an Ethereum address derivation sanity check - -The `hidden_pk` circuit then uses `assert_keccak256` directly: the 64-byte input `pkx_bytes || pky_bytes` fits in a single Keccak block (rate = 136 bytes), so the proof requires exactly one Keccak permutation witness. The circuit outputs bytes `[12:32]` of the 32-byte digest as the Ethereum address public input, matching the native onchain address format without any extra commitment layer. - -## Prerequisites - -### macOS - -```bash -brew install googletest google-benchmark zstd +$ sudo apt install -y clang cmake libssl-dev libzstd-dev libgtest-dev libbenchmark-dev zlib1g-dev ``` -Ensure Xcode command line tools (clang, cmake) are installed. - -### Ubuntu / Debian +### Fedora, redhat -```bash -sudo apt install -y clang cmake libssl-dev libzstd-dev libgtest-dev libbenchmark-dev zlib1g-dev ``` - -### Fedora / RedHat - -```bash -yum install -y clang libzstd-devel openssl-devel git cmake google-benchmark-devel gtest-devel +$ yum install -y clang libzstd-devel openssl-devel git cmake google-benchmark-devel gtest-devel ``` ---- - -## Build -```bash -git clone https://github.com/SoundnessLabs/longfellow-zk-hiddenpk.git -cd longfellow-zk-hiddenpk +### MacOS +Ensure that Xcode command line tools such as `clang` and `cmake` are installed. -CXX=clang++ cmake -DCMAKE_BUILD_TYPE=Release -S lib -B clang-build-release -make -C clang-build-release hidden_pk_test -j16 ``` - -OR -```bash -make -C clang-build-release hidden_pk_test -j$(nproc) +$ brew install googletest google-benchmark zstd ``` ---- - -## Running the Tests - -All commands run from the repo root. -```bash -# Full test suite (circuit size + ZK prove/verify) -./clang-build-release/circuits/hidden_pk/hidden_pk_test +## Building manually -# Circuit size only (~300ms, mostly compilation) -./clang-build-release/circuits/hidden_pk/hidden_pk_test --gtest_filter=HiddenPK.CircuitSize +First run the cmake initialization step -# Full ZK prove + verify with timing breakdown -./clang-build-release/circuits/hidden_pk/hidden_pk_test --gtest_filter=HiddenPK.ZkProverVerifier - -# Prover benchmark (circuit compiled outside the loop) -./clang-build-release/circuits/hidden_pk/hidden_pk_test --benchmark_filter=BM_HiddenPKProver +``` +$ CXX=clang++ cmake -D CMAKE_BUILD_TYPE=Release -S lib -B clang-build-release --install-prefix ${PWD}/install ``` ---- - -## Benchmarks - -Measured on Apple M1 (single core, Release build). Circuit parameters: `kLigeroRate=7`, `kLigeroNreq=132`. - -| Metric | Value | -|---|---| -| Circuit inputs | 8,110 | -| Public inputs | 162 (160 eth_addr bits + e) | -| Circuit layers | 37 | -| Circuit compilation (one-time) | ~370ms | -| RS commitment | ~58ms | -| Sumcheck | ~90ms | -| **Total prove time** | **~155ms** | -| **Verification time** | **~93ms** | - -Circuit compilation is a one-time cost per session. On mobile hardware expect 2–4× the proving time. - -The previous SHA-256 version produced 258 public input bits (a custom 32-byte hash) and required an onchain `sha256(pk) == pkHash` check. The Keccak-256 version produces 162 public input bits — a standard 20-byte Ethereum address — and eliminates that onchain step entirely. The proving time increase (~155ms vs ~87ms) is the cost of replacing the two-block SHA-256 circuit with the Keccak-f[1600] permutation circuit. - -### Onchain cost estimate (mainnet) - -The verifier is hash-only — no pairings, no elliptic curve ops. Gas breaks down as: - -| Item | Gas | -|---|---| -| Calldata (~70% non-zero bytes) | ~3M | -| Keccak256 Fiat-Shamir (~200 calls) | ~50K | -| Merkle path verification (132 paths) | ~330K | -| Linear combination over public inputs | ~50K | -| **Total** | **~3.4M gas** | - ---- - -## Repository Structure - -Files added to the Longfellow-ZK base: +Next: ``` -lib/circuits/hidden_pk/ -├── CMakeLists.txt Build target for hidden_pk_test -├── hidden_pk_circuit.h Circuit: ECDSA verify + Keccak-256 Ethereum address -├── hidden_pk_witness.h Witness computation from (pk, e, r, s) -└── hidden_pk_test.cc Tests and Google Benchmark - -lib/circuits/tests/sha3/ (extended from upstream) -├── sha3_circuit.h Added assert_keccak256 (0x01 padding) -├── sha3_reference.h/.cc Added keccak256Hash reference implementation -├── sha3_witness.h/.cc Added compute_witness_keccak256 -└── sha3_reference_test.cc Added Keccak-256 known-vector + Ethereum address tests +$ cd clang-build-release && make -j 16 && ctest -j 16 ``` ---- - -## Acknowledgements - -This work builds on: - -- [Longfellow-ZK](https://github.com/google/longfellow-zk) by Google — the ZK library and Ligero/sumcheck proving backend -- [Anonymous Credentials from ECDSA](https://eprint.iacr.org/2024/2010) — Frigo and Shelat, the paper this library implements - +# Running benchmarks -## About Soundness Labs +We have defined several unit, sumcheck, and zk benchmarks. Here are some of +them: -

- - Soundness Labs Logo - -

- -**[Soundness Labs](https://soundness.xyz)** builds quantum-ready cryptographic infrastructure for blockchains, replacing fragile trust with verifiable security. - -- **Website**: [soundness.xyz](https://soundness.xyz) -- **GitHub**: [github.com/SoundnessLabs](https://github.com/SoundnessLabs) -- **X**: [@SoundnessLabs](https://twitter.com/SoundnessLabs) - ---- - -

- By Soundness Labs
- Towards building a Sound Internet. -

+``` +$ ./algebra/fft_test --benchmark_filter='BM_*' +$ ./circuits/sha/flatsha256_circuit_test --benchmark_filter=BM_ShaZK_fp2_128 +``` \ No newline at end of file diff --git a/docs/digrams/01-architecture.png b/docs/digrams/01-architecture.png deleted file mode 100644 index 28c4078639e222a1834d9ae383616e0f7e760035..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 192923 zcmeFZcT`i`_67=QP|;XHB#45QB1Ir5U8PCyy^EpuP(ud=rK)tK_ZpC1gNTAsLMQaz zJ5oXscq`tco_pW#j&a_fZ;T6ru(Pw*-mAxM1;CSMCAE`h-eR-@|+_g zvS%YATF@gR;)x<6qO^{!l;;Blza9;e8_TO2iKS4E;=qj{kK%c*4)0uYbM&`CnS!&f46{&fMe~tpmaq zX<}u`!E&FC1%8j#*v`%x$-~NO@%suED_bL0BBEo7#DDseNb>9cCqomD{W?CrLwJ&< z+zBuPM5nBusw0Vru6-i>5nHy~3xIp*n<%N-sYy%m7+6`b=s&l5hG22BuqL!3;&b8w zhZYDseOf0Ab4w(T6aS5$SMY#i!fDnUv_CJgGvmLZCM`!RWMzw>qy`{!T%L^zrJd6FgauVH}!vJyUFz0bnN z`hPXEGco)x%?O|T*Jfajeh=&49_FNP{jWwpC*xmz?TJs|my9 zQ9vNA%`v2MD?`QwBg{-X!0>}uV zYlMOP?AG7U{q1_NHatSM2z@&%TO}(ibAkWQyNr+ZKX38Z-T7DvLijhK{FlW4JPSl# 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required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. + proofs_add_test(hidden_pk_test) target_link_libraries(hidden_pk_test ec sha3 util crypto) diff --git a/lib/circuits/hidden_pk/hidden_pk_circuit.h b/lib/circuits/hidden_pk/hidden_pk_circuit.h index ca8d228d..8eab3ef9 100644 --- a/lib/circuits/hidden_pk/hidden_pk_circuit.h +++ b/lib/circuits/hidden_pk/hidden_pk_circuit.h @@ -1,3 +1,16 @@ +// Copyright 2026 Google LLC. +// +// Licensed under the Apache License, Version 2.0 (the "License"); +// you may not use this file except in compliance with the License. +// You may obtain a copy of the License at +// +// http://www.apache.org/licenses/LICENSE-2.0 +// +// Unless required by applicable law or agreed to in writing, software +// distributed under the License is distributed on an "AS IS" BASIS, +// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +// See the License for the specific language governing permissions and +// limitations under the License. #ifndef PRIVACY_PROOFS_ZK_LIB_CIRCUITS_HIDDEN_PK_HIDDEN_PK_CIRCUIT_H_ #define PRIVACY_PROOFS_ZK_LIB_CIRCUITS_HIDDEN_PK_HIDDEN_PK_CIRCUIT_H_ diff --git a/lib/circuits/hidden_pk/hidden_pk_test.cc b/lib/circuits/hidden_pk/hidden_pk_test.cc index b97b3760..010cfcbe 100644 --- a/lib/circuits/hidden_pk/hidden_pk_test.cc +++ b/lib/circuits/hidden_pk/hidden_pk_test.cc @@ -1,5 +1,17 @@ -// Tests for HiddenPKCircuit: secp256k1 ECDSA + Keccak-256 Ethereum address. +// Copyright 2026 Google LLC. +// +// Licensed under the Apache License, Version 2.0 (the "License"); +// you may not use this file except in compliance with the License. +// You may obtain a copy of the License at +// +// http://www.apache.org/licenses/LICENSE-2.0 +// +// Unless required by applicable law or agreed to in writing, software +// distributed under the License is distributed on an "AS IS" BASIS, +// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +// See the License for the specific language governing permissions and +// limitations under the License. #include "circuits/hidden_pk/hidden_pk_circuit.h" #include "circuits/hidden_pk/hidden_pk_witness.h" diff --git a/lib/circuits/hidden_pk/hidden_pk_witness.h b/lib/circuits/hidden_pk/hidden_pk_witness.h index e5ff13cf..4facef1e 100644 --- a/lib/circuits/hidden_pk/hidden_pk_witness.h +++ b/lib/circuits/hidden_pk/hidden_pk_witness.h @@ -1,3 +1,17 @@ +// Copyright 2026 Google LLC. +// +// Licensed under the Apache License, Version 2.0 (the "License"); +// you may not use this file except in compliance with the License. +// You may obtain a copy of the License at +// +// http://www.apache.org/licenses/LICENSE-2.0 +// +// Unless required by applicable law or agreed to in writing, software +// distributed under the License is distributed on an "AS IS" BASIS, +// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +// See the License for the specific language governing permissions and +// limitations under the License. + #ifndef PRIVACY_PROOFS_ZK_LIB_CIRCUITS_HIDDEN_PK_HIDDEN_PK_WITNESS_H_ #define PRIVACY_PROOFS_ZK_LIB_CIRCUITS_HIDDEN_PK_HIDDEN_PK_WITNESS_H_ diff --git a/lib/circuits/tests/sha3/sha3_circuit.h b/lib/circuits/tests/sha3/sha3_circuit.h index eef93b6f..6e784af1 100644 --- a/lib/circuits/tests/sha3/sha3_circuit.h +++ b/lib/circuits/tests/sha3/sha3_circuit.h @@ -418,6 +418,9 @@ class Sha3Circuit { sha3_vassert_eq_range<32, 48>(x, y); sha3_vassert_eq_range<48, 64>(x, y); } else { + // Assume >= 22 bit subfield. If this assumption is + // wrong, as_scalar() will crash at circuit-compile time, + // but we won't produce an unsound circuit. sha3_vassert_eq_range<0, 22>(x, y); sha3_vassert_eq_range<22, 43>(x, y); sha3_vassert_eq_range<43, 64>(x, y);

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