New Zero-Knowledge System Accelerates Private Verifiable Computation Twelve-Fold
Introducing zkVC, a zero-knowledge system leveraging circuit and query optimization to dramatically accelerate verifiable computation, unlocking scalable private AI.
Efficient ZK-SNARKs for AI via Activation Range Minimization
A novel neural network configuration drastically reduces ZK proof memory overhead by minimizing activation ranges, unlocking practical verifiable AI on edge devices.
New Accumulation Scheme Enables Post-Quantum, Symmetric-Key Verifiable Computation
Symmetric-key accumulation via error-correcting codes removes public-key reliance, establishing a path toward efficient, post-quantum verifiable computation.
Modular Framework Composes Verifiable Proofs, Scaling Sequential Computation Integrity
A new Verifiable Evaluation Scheme enables composable proof pipelines, drastically reducing overhead for complex, sequential computations like ZK-ML.
HyperLog Vector Commitment Enables Logarithmic Proofs for Universal Composability
HyperLog introduces an Integrated Homomorphic Commitment primitive, achieving $O(log N)$ proof size for state verification, fundamentally enhancing L2 scalability and security.
Silently Verifiable Proofs Enable Constant-Cost Batch Verification for Private Analytics
Silently Verifiable Proofs introduce a cryptographic primitive allowing servers to verify infinite proof batches by exchanging a single 128-bit string, fundamentally solving private analytics scalability.
Optimal Prover Time Unlocks Succinct Zero-Knowledge Proof Scalability
This breakthrough ZKP system achieves optimal linear prover time alongside succinct verification, resolving the fundamental trade-off between computational cost and proof size.
