z-prize / 2023-entries
Source code for all entries from the 2023 ZPrize competition
☆24Updated 6 months ago
Alternatives and similar repositories for 2023-entries
Users that are interested in 2023-entries are comparing it to the libraries listed below
Sorting:
- specs & benchmarks for the ZPrize 3 - High Throughput Signature Verification☆10Updated last year
- Polyhedra ZK knowledge base☆23Updated 6 months ago
- In this repo we will construct a POC implementation of the MLE sumcheck end-end in a GPU☆38Updated 3 months ago
- Experimental implementation of Sumcheck protocol using CUDA☆20Updated 6 months ago
- A library of gadgets compatible with bellpepper and bellperson (contact: @huitseeker)☆17Updated 2 months ago
- Frobenius sumcheck for vectorized boolean ops☆53Updated last month
- Extractable Witness Encryption for KZG Commitments☆29Updated 5 months ago
- ProtoGalaxy folding scheme PoC implementation https://eprint.iacr.org/2023/1106.pdf☆41Updated last year
- ☆9Updated last year
- ☆41Updated last year
- Solidity libraries and contracts for verifying WHIR proofs on the EVM.☆26Updated 4 months ago
- High-performance Multi-scalar Multiplication for Pasta curves☆23Updated last year
- 🪩 verify plonky3 proofs in plonky2☆18Updated last year
- Benchmark for adding Lasso lookup argument to halo2 backend☆36Updated last year
- polynomial commitments from linear codes☆41Updated 5 months ago
- ☆31Updated last month
- ☆10Updated 8 months ago
- ☆20Updated last year
- ☆11Updated 8 months ago
- A rusty implementation of the Caulk+ lookup algorithm.☆12Updated 2 years ago
- A pqSNARK with lightweight proofs, powered by the Whir PCS.☆16Updated this week
- ☆33Updated last year
- Rescue and Poseidon hash function implementations☆43Updated 9 months ago
- ☆26Updated last year
- Polyexen demo of Plonkish Arithmetiation Format (Plaf) on the zkevm-circuits☆30Updated last year
- Verifiable FHE with GKR☆26Updated 7 months ago
- ☆40Updated 2 years ago
- Starky implementation of Bls12-381☆13Updated last year
- Implementation of Nova using arkworks for learning purposes. https://eprint.iacr.org/2021/370.pdf☆45Updated last year
- a hack implementation of CCS generic arithmetization, won a prize at Zuzalu hackathon 2023 despite incompleteness☆48Updated last year