Sublinear Memory ZKPs Democratize Verifiable Computation and Privacy
A new proof system reduces ZKP memory from linear to square-root complexity, unlocking verifiable computation on resource-constrained edge devices.
Two-Phase ZK-VM Architecture Secures Memory Integrity with Custom Accumulators
A novel two-phase ZK-VM architecture leverages a custom elliptic curve accumulator for memory integrity, drastically cutting proving cost and boosting verifiable computation efficiency.
zk-STARKs Secure Scalable Decentralized Identity and Private Data Sharing
Integrating zk-STARKs with W3C DID standards enables selective credential disclosure and scalable revocation, securing user data sovereignty.
Sublinear Zero-Knowledge Proofs Democratize Verifiable Computation on Constrained Devices
A novel proof system reduces ZKP memory from linear to square-root scaling, fundamentally unlocking privacy-preserving computation for all mobile and edge devices.
Universal zk-SNARKs Achieve Linear Circuit Size Eliminating Per-Program Setup
MIRAGE introduces a linear-size universal circuit to eliminate the per-computation trusted setup, unlocking practical, general-purpose verifiable computation.
Sublinear Space Zero-Knowledge Proofs Democratize Verifiable Computation on All Devices
New ZKP system achieves square-root memory scaling, solving the hardware bottleneck to unlock private computation on mobile and edge devices.
Sublinear Memory Proofs Democratize Zero-Knowledge Computation on Resource-Constrained Devices
New sublinear memory ZK proofs reduce prover space from linear to square-root, enabling verifiable computation on all mobile devices.
Sublinear Memory Zero-Knowledge Proofs Democratize Verifiable Computation Access
A space-efficient tree algorithm reduces ZKP prover memory from linear to square-root complexity, enabling verifiable computation on mobile and edge devices.
Constant-Cost Folding Schemes Revolutionize Recursive Zero-Knowledge Proof Efficiency
A new Non-Interactive Folding Scheme dramatically reduces recursive proof verifier work and high-degree gate overhead to a constant, enabling highly efficient Incremental Verifiable Computation.
