Lattice Polynomial Commitments Achieve Quantum-Safe, Transparent, Succinct Proofs
A new lattice-based polynomial commitment, secured by the SIS problem, delivers post-quantum SNARKs with smaller proofs and no trusted setup.
DeFi Hacker Arrest Triggers Quantum-Safe Security Rush across Blockchain Industry
A single, successful exploit has forced a strategic pivot, validating the long-term, existential threat posed by quantum-level cryptanalysis.
Benchmarking Post-Quantum Signatures Reveals Significant Resource Cost
Research quantifies the critical trade-off between quantum-safe cryptography and on-chain resource consumption, guiding the migration roadmap.
Quantum Rewinding Secures Succinct Arguments against Quantum Adversaries
A novel quantum rewinding strategy proves IOP-based succinct arguments secure in the post-quantum era, ensuring long-term cryptographic integrity.
Post-Quantum zk-SNARKs from LWE Secure Verifiable Computation for All Circuits
This research formalizes quantum-safe zk-SNARKs for arithmetic circuits using LWE, securing blockchain's verifiable computation layer.
Proof of Quantum Work Achieves Quantum-Safe, Energy-Efficient Blockchain Architecture
Proof of Quantum Work leverages quantum supremacy to secure the ledger, solving classical PoW's energy crisis and quantum-proofing the consensus layer.
Post-Quantum Lattice Cryptography Secures Bitcoin against Future Quantum Threats
Integrating NIST ML-DSA signatures into Bitcoin's core protocol establishes a quantum-safe foundation, preempting the long-term threat to all digital assets.
Lattice-Based Zero-Knowledge SNARKs Achieve Post-Quantum Security and Transparency
Labrador introduces a lattice-based zkSNARK that future-proofs blockchain privacy and scalability against the quantum computing threat.