Zero-Knowledge Machine Learning Operations Cryptographically Secures AI Integrity
The Zero-Knowledge Machine Learning Operations (ZKMLOps) framework introduces cryptographic proofs to guarantee AI model correctness and privacy, establishing a new standard for auditable, trustworthy decentralized computation.
Non-Interactive Quantum Knowledge Arguments Achieve Transparent Setup and Extractable Security
A new non-interactive quantum proof system uses coset state authentication to achieve transparent setup and extractable security, advancing post-quantum verifiable computation.
Lattice-Based Recursion Enables Transparent Post-Quantum Zero-Knowledge Proofs
LaBRADOR introduces a post-quantum, lattice-based ZK primitive that achieves sublinear proof size via recursive folding, securing future computation.
Logical Unprovability Enables Perfectly Sound Transparent Zero-Knowledge Proofs
Leveraging Gödelian principles, this new cryptographic model achieves perfectly sound, non-interactive, transparent proofs, resolving the trusted setup dilemma.
Sublinear Transparent Commitment Scheme Unlocks Efficient Data Availability Sampling
A new transparent polynomial commitment scheme with sublinear proof size radically optimizes data availability for stateless clients, resolving a core rollup bottleneck.
Vector Oblivious Linear Evaluation Unlocks Efficient Zero-Knowledge Proof Systems
VOLE-ZK leverages MPC primitives to construct highly efficient, CPU-friendly zero-knowledge proofs for complex computation.
New Folding Scheme Enables Logarithmic Recursive Proof Verification
This new folding scheme aggregates multiple zero-knowledge instances into a single, compact proof, achieving logarithmic-time recursive verification for unprecedented rollup scalability.
Transparent Succinct Proofs Eliminate Trusted Setup and Large Proof Size
A novel Vector Hash Commitment achieves constant-size, transparent proofs, resolving the critical trade-off between ZK-SNARK succinctness and ZK-STARK setup-free security.
Recursion Transforms Large Transparent Proofs into Tiny Verifiable Arguments
Proof recursion wraps large, fast STARKs inside small SNARKs, synthesizing transparent, scalable proving with constant-size on-chain verification.
