zhenfeizhang / larkworks
a lattice lib for building snarks
☆20Updated 6 months ago
Related projects ⓘ
Alternatives and complementary repositories for larkworks
- A Framework of Lattice-based Zero-knowledge Arguments in Rust☆13Updated this week
- ☆32Updated this week
- ProtoGalaxy folding scheme PoC implementation https://eprint.iacr.org/2023/1106.pdf☆40Updated last year
- Frobenius sumcheck for vectorized boolean ops☆38Updated 2 months ago
- ☆39Updated 10 months ago
- zero knowledge proof aggregator for general circuit☆71Updated 6 months ago
- In this repo we will construct a POC implementation of the MLE sumcheck end-end in a GPU☆35Updated last week
- STIR 🥣: Reed–Solomon Proximity Testing with Fewer Queries☆53Updated last week
- Proof-of-concept implementation of scalable collaborative zk-SNARKs with fully distributed proof generation.☆42Updated 2 weeks ago
- ☆26Updated 8 months ago
- ☆46Updated 8 months ago
- A SNARK protocol over towers of binary fields, implemented in Rust (mirror of https://gitlab.com/IrreducibleOSS/binius)☆41Updated this week
- Rust library for ZKBoogie, ZKBoo-based ZKP scheme optimized for client-side proving and its recursion.☆12Updated 5 months ago
- A collection of the Notes on the Nova folding scheme explained from scratch☆25Updated 5 months ago
- ☆20Updated 5 months ago
- Rust Code for CELPC☆13Updated 5 months ago
- Polyexen demo of Plonkish Arithmetiation Format (Plaf) on the zkevm-circuits☆31Updated 9 months ago
- ☆49Updated last year
- ☆27Updated this week
- ☆19Updated 8 months ago
- Accelerate Zero-knowledge Virtual Machine by Non-uniform Prover Based on GKR Protocol☆49Updated this week
- Nova-based SHA256 benchmarks☆30Updated 7 months ago
- Nova Verifier in Circom so it can be verified onChain☆58Updated last year
- polynomial commitments from linear codes☆37Updated last year
- Source code for "Building Cryptographic Proofs from Hash Functions"☆10Updated last month
- Verifiable FHE with GKR☆25Updated last month
- ☆10Updated 2 months ago
- ☆10Updated last year
- Based on https://eprint.iacr.org/2022/1510☆23Updated last month
- In-browser ECDSA aggregation using Nova over secp/secq☆34Updated last year