Lattice Commitments Secure Transparent Post-Quantum Zero-Knowledge Proofs
A new lattice-based polynomial commitment scheme secures zero-knowledge proofs against quantum attacks, eliminating the need for a trusted setup.
Quantum Work Consensus Secures Blockchain Architecture with Energy Efficiency
Proof of Quantum Work leverages quantum supremacy for a quantum-safe, energy-efficient consensus, fundamentally decoupling security from classical energy expenditure.
Lattice Polynomial Commitments Achieve Post-Quantum Transparent SNARKs
This research delivers the first efficient lattice-based polynomial commitment scheme, securing succinct arguments against quantum adversaries without a trusted setup.
Major Blockchains Face Existential Threat from Advancing Quantum Computing Cryptography
The imminent breaking of Elliptic Curve Cryptography by quantum processors creates a systemic, time-sensitive risk to all digital asset security.
Post-Quantum Cryptography Secures Blockchain Foundations against Future Quantum Threats
Integrating post-quantum algorithms into blockchain protocols provides a foundational security layer, preempting the existential threat from quantum computation.
Cornucopia Achieves Scalable Unbiasable Randomness Using Accumulators and Delay Functions
A new framework combines accumulators and VDFs with insertion security to create a scalable, unbiasable distributed randomness beacon for consensus.
Binius and Ligero Unlock Efficient Post-Quantum Client-Side Zero-Knowledge Proving
Benchmarking Binius and Ligero identifies the most efficient post-quantum, transparent ZKPs for mobile devices, enabling secure, scalable decentralized identity.
Transparent Constant-Sized Polynomial Commitments Enable Practical Trustless zk-SNARKs
Dew introduces the first transparent polynomial commitment scheme with constant proof size and logarithmic verification, eliminating the trusted setup barrier for succinct verifiable computation.
Lattice-Based Functional Commitments Secure All Functions with Transparent Post-Quantum Setup
New lattice-based functional commitments secure all functions, enabling post-quantum verifiable computation without a trusted setup.
