Zero-Knowledge STARKs Secure Scalable Trustless Decentralized Identity Revocation
Integrating zk-STARKs with cryptographic accumulators creates a post-quantum, trustless framework for verifiable identity and scalable private credential revocation.
Folding Schemes Enable Constant-Overhead Recursive Zero-Knowledge Arguments for Scalable Computation
Folding Schemes Enable Constant-Overhead Recursive Zero-Knowledge Arguments for Scalable Computation
Folding schemes are a new cryptographic primitive that drastically reduces recursive proof overhead, unlocking truly scalable verifiable computation.
Blaze SNARK Achieves Linear Proving Time with Polylogarithmic Verification
Blaze introduces a coding-theoretic SNARK with $O(N)$ prover time and $O(log^2 N)$ verification, unlocking massive verifiable computation scaling.
Erasure Code Commitments Achieve Poly-Logarithmic Data Availability Sampling Efficiency
A new compiler translates Interactive Oracle Proofs into erasure code commitments, enabling trustless, poly-logarithmic data availability for modular architectures.
Post-Quantum Accumulators Enable Logarithmic Stateless Verification
Research introduces Isogeny-Based Accumulators, a post-quantum primitive that achieves logarithmic proof size for set membership, fundamentally securing stateless clients.
Trustless Logarithmic Commitment Secures Verifiable Computation
This new vector-based commitment achieves logarithmic proof size and trustless setup, fundamentally accelerating ZK-proof verification and scaling.
