EDGDrummond / EF-grant
☆23Updated last year
Alternatives and similar repositories for EF-grant:
Users that are interested in EF-grant are comparing it to the libraries listed below
- Nova: Recursive SNARKs without trusted setup☆43Updated last year
- ☆40Updated 7 months ago
- RISC Zero Nova is inherit from Risc Zero but aim to replace STARK with Nova folding scheme☆28Updated last year
- ☆49Updated last year
- A collection of comparison-benchmarks for Nova & related Proving systems☆43Updated last year
- STARK book☆20Updated 5 months ago
- ☆28Updated 2 years ago
- ☆39Updated last year
- polynomial commitments from linear codes☆40Updated 3 months ago
- Benchmarks of all public available SNARK/STARK keccak circuits☆13Updated last year
- plonky2 implementation of bn254 pairing☆18Updated last year
- In-browser ECDSA aggregation using Nova over secp/secq☆33Updated last year
- Implementation of Nova using arkworks for learning purposes. https://eprint.iacr.org/2021/370.pdf☆44Updated last year
- ProtoGalaxy folding scheme PoC implementation https://eprint.iacr.org/2023/1106.pdf☆40Updated last year
- Draft documents for standardization of Plonkish arithmetization☆23Updated 11 months ago
- Testudo: Spartan + Groth16☆52Updated last year
- A collection of the Vietnam Spring ZK Residency effort of the ZKWasm team☆37Updated last year
- ☆20Updated 9 months ago
- Rust library for accumulation schemes☆23Updated 2 years ago
- A collection of technical notes from the Geometry research team.☆47Updated last year
- Polyexen demo of Plonkish Arithmetiation Format (Plaf) on the zkevm-circuits☆30Updated last year
- For practice to using halo2☆21Updated last year
- ☆40Updated 2 years ago
- Implementation of the Grumpkin curve in Rust.☆29Updated last year
- An implementation of Sangria☆17Updated last year
- Polynomial Expression Engine☆35Updated last year
- An example of how to build an end-to-end dApp with plonky2x☆22Updated last year
- Solidity implementation of Nova proving system verifier☆60Updated 11 months ago
- ☆31Updated 10 months ago
- Polymath: Groth16 Is Not The Limit☆29Updated last month