New Lattice-Based Zero-Knowledge Proofs Achieve Post-Quantum Compactness
A novel polynomial product technique efficiently proves short vector norms in lattice-based cryptography, delivering compact, quantum-resistant ZKPs.
Benchmarking Verkle Trees and SNARKs for Stateless Client Viability
Comparing Verkle Trees and SNARK-enabled Merkle proofs reveals a path to weak statelessness, drastically lowering validator hardware costs to secure decentralization.
Lattice-Based Cryptography Secures Blockchain against Quantum Computing Threat
Research formalizes the integration of quantum-resistant lattice-based signatures into blockchain architecture, ensuring long-term security against Shor's algorithm.
Lattice Cryptography Shrinks Quantum-Secure Zero-Knowledge Proofs
A new lattice-based zk-SNARK construction fundamentally shrinks proof size by over 10x, making quantum-resistant verifiable computation practical for all blockchain architectures.
Post-Quantum Non-Malleable Commitment from One-Way Functions
A novel cryptographic commitment scheme achieves post-quantum security and constant-round efficiency using only one-way functions, establishing a new foundational primitive for secure computation.
Post-Quantum Signatures Secure Blockchains, Benchmarking Performance Exceeds Current Standards
Benchmarking NIST-PQC algorithms reveals minimal overhead and superior verification speed, securing blockchain authenticity against future quantum threats.
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.
Post-Quantum Signatures Eliminate Trapdoors Using Zero-Knowledge Proofs
Lattice-based non-interactive zero-knowledge proofs secure digital signatures against quantum adversaries by removing exploitable trapdoor functions.
Lattice-Based Inner Product Argument Unlocks Post-Quantum Transparent SNARKs
The Lattice-IPA primitive achieves a succinct, transparent, and quantum-resistant proof system, fundamentally securing verifiable computation against future quantum adversaries.
