Equifficient Polynomial Commitments Achieve Smallest SNARK Proof Size
Introducing Equifficient Polynomial Commitments, this work minimizes proof size to 160 bytes and enables free linear gates, dramatically lowering on-chain costs.
Optimal Prover Time Unlocks Scalable Linear-Time Zero-Knowledge Proofs
Libra is the first ZKP system to achieve optimal linear prover time $O(C)$ while maintaining succinct proof size, enabling practical large-scale verifiable computation.
Recursive Folding Unlocks Logarithmic Prover Time for Polynomial Commitments
PolyLog introduces a recursive folding primitive to reduce the zero-knowledge prover's commitment time from linear to logarithmic, enabling massive ZK-rollup scaling.
Lantern Achieves Short, Post-Quantum Zero-Knowledge Proofs via Polynomial Product Systems
Lantern is a post-quantum ZKP protocol that uses polynomial product proofs to prove vector norms, making proofs 2-3X smaller for scalable, quantum-safe privacy.
Optimal ZKP Prover Time Unlocks Practical Succinct Verifiable Computation
Libra achieves the theoretical optimum for ZKP prover efficiency, utilizing a linear-time GKR algorithm to finally scale zero-knowledge proofs.
Folding Schemes Enable Fastest Recursive Zero-Knowledge Arguments
The Nova folding scheme dramatically accelerates verifiable computation by deferring all intermediate proof checks into a single, succinct final argument.
Ethereum’s Fee Revenue Collapses Proving Layer Two Strategy Success
The Dencun upgrade crushed base layer fees, confirming Ethereum's new model is to make transactions cheap by shifting activity to Layer-2 rollups.
Folding Schemes Enable Highly Efficient Recursive Zero-Knowledge Arguments
Folding schemes fundamentally re-architect recursive proofs, reducing two NP instances to one and achieving constant-time verification for massive computations.
Zero-Knowledge Proofs Verify Cryptographic Hashing Integrity
A new ZKP methodology leverages Plonky2 to verifiably compute SHA-256 hashes, providing a trustless foundation for scalable blockchain data integrity.
