Universal ZK-SNARKs Decouple Proof System Setup from Application Circuit Logic
Universal ZK-SNARKs replace per-circuit trusted setups with a single, continuously updatable reference string, boosting developer agility and security.
Sublinear Vector Commitments Enable Trustless Stateless Data Availability
A new vector commitment scheme allows light clients to verify massive datasets with logarithmic communication, fundamentally solving the stateless data availability problem.
Lattice Polynomial Commitments Achieve Post-Quantum Transparent SNARKs
This research delivers the first efficient lattice-based polynomial commitment scheme, securing succinct arguments against quantum adversaries without a trusted setup.
Folding Schemes Enable Practical Recursive Zero-Knowledge Arguments
A novel folding scheme compresses computation steps into a single instance, radically reducing recursion overhead for scalable verifiable systems.
Logarithmic Zero-Knowledge Proofs Eliminate Trusted Setup for Private Computation
Bulletproofs introduce non-interactive zero-knowledge proofs with logarithmic size and no trusted setup, fundamentally solving the proof-size bottleneck for on-chain privacy.
Lattice-Based SNARKs Achieve Post-Quantum Security and Proof Efficiency
Lattice-based proofs, rooted in the SIS problem, enable quantum-resistant, succinct zero-knowledge arguments, securing future computation.
Nova Folding Scheme Enables Efficient Recursive Proof Accumulation
Nova's non-interactive folding scheme compresses arbitrary computation histories into a single, logarithmic-size proof, finally enabling practical IVC.
