Optimizing Zero-Knowledge Proofs for Practical Scalability and Efficiency
This research introduces novel Zero-Knowledge Proof protocols that significantly reduce prover time and enhance efficiency, enabling scalable and trustless applications in blockchain and AI.
Folding Schemes Enable Efficient Recursive Zero-Knowledge Arguments
A new cryptographic primitive, the folding scheme, dramatically reduces recursive proof overhead, unlocking practical incrementally verifiable computation.
Sublinear-Space Zero-Knowledge Proofs Enable Efficient On-Device Verification
This research introduces the first sublinear-space zero-knowledge prover, reframing proof generation as a tree evaluation problem to unlock on-device verifiable computation.
Formal Verification Secures Stellar DeFi Lending Protocols
A novel formal verification tool, Certora Sunbeam Prover, mathematically guarantees the integrity of Stellar-based DeFi smart contracts, preventing catastrophic financial exploits.
Sublinear Space ZKP Prover Enables Efficient On-Device Verifiable Computation
A novel ZKP prover architecture significantly reduces memory footprint, enabling practical verifiable computation on resource-constrained devices, revolutionizing decentralized applications.
Sublinear-Space Zero-Knowledge Proofs Enable Ubiquitous Verifiable Computation
A novel equivalence reframes ZKP generation as tree evaluation, yielding the first sublinear-space prover, unlocking on-device verifiable computation for resource-constrained systems.
Sublinear Memory Zero-Knowledge Proofs Democratize Verifiable Computation
Introducing the first ZKP system with memory scaling to the square-root of computation size, this breakthrough enables privacy-preserving verification on edge devices.
Zero-Knowledge Proof of Training Secures Decentralized AI Consensus
A new Zero-Knowledge Proof of Training (ZKPoT) consensus mechanism leverages zk-SNARKs to cryptographically verify model performance, eliminating Proof-of-Stake centralization and preserving data privacy in decentralized machine learning.
Folding Schemes Enable Efficient Recursive Zero-Knowledge Computation
Introducing folding schemes, a novel cryptographic primitive, dramatically reduces recursive proof overhead, enabling practical, constant-cost verifiable computation.
