namnc / circom-2-arithcLinks
Circom interpreter to arithmetic circuit description
☆55Updated 9 months ago
Alternatives and similar repositories for circom-2-arithc
Users that are interested in circom-2-arithc are comparing it to the libraries listed below
Sorting:
- ☆76Updated 5 months ago
- ☆61Updated last year
- Solidity implementation of Nova proving system verifier☆63Updated last year
- ☆2Updated last year
- zero knowledge proof aggregator for general circuit☆72Updated last year
- A PoC repo for a HyperNova impl☆83Updated last year
- Nova Verifier in Circom so it can be verified onChain☆58Updated 2 years ago
- ☆94Updated 10 months ago
- Polynomials Identity Language☆69Updated last year
- Frobenius sumcheck for vectorized boolean ops☆54Updated 2 months ago
- In this repo we will construct a POC implementation of the MLE sumcheck end-end in a GPU☆38Updated 4 months ago
- ☆50Updated 2 weeks ago
- Nova: Recursive SNARKs without trusted setup☆43Updated last year
- Email verification circuit in halo2☆68Updated 11 months ago
- A FRI verifier circuit for the Halo2 proof system☆76Updated 2 years ago
- A rust template that allows any rust dev to easily develop an app made for a zkVM, but abstracting which one to use☆53Updated 2 months ago
- ☆39Updated 3 weeks ago
- ☆51Updated last year
- ☆50Updated last year
- Monorepo for Summa Proof of Solvency Protocol☆98Updated 9 months ago
- Benchmark of multiple zk implementations.☆83Updated last year
- Verify a chain of x509 certificates in halo2☆31Updated last year
- ☆18Updated last month
- Poseidon hash function implemented in Solidity☆50Updated 10 months ago
- Benchmarks of popular zkVMs including Jolt☆60Updated last year
- bignum☆26Updated 2 weeks ago
- Basic scaffolding for setting up and writing a Halo2 ZK circuit☆108Updated last year
- Proof-of-concept implementation of the papers on scalable collaborative zk-SNARKs (coZK) with applications to private proof delegation.☆49Updated 3 weeks ago
- ☆23Updated 3 months ago
- Client side zero-knowledge proving.☆73Updated last week