Highlights
Lattice-based ZK Systems with Vadim Lyubashevsky
Vadim shares the history and mathematical foundations of lattices, and explains how they might be used to build post-quantum secure ZK proofs and SNARKs. The conversation covers the unique challenges of adapting lattice techniques to zero-knowledge, explores the tradeoffs relative to hash-based constructions, and highlights the importance of developing quantum-safe standards for the future of cryptography.
Lattice-based ZK Explained
But what is quantum computing? (Grover's Algorithm)
https://deepwiki.com/
Updates
Introducing R0VM 2.0
First zk-rollup with Stage 1 confirmed: What it is and why it matters
World-leaders in Cryptography: Jonathan Katz
Implement a Fully Homomorphic Version of the AES-128 Cryptosystem using TFHE-rs
The Story of Information Theory
Papers
Universal Blind and Verifiable Delegated Quantum Computation with Classical Clients
Improved Rényi Arguments for Lattice-Based Threshold Encryption
FICS and FACS: Fast IOPPs and Accumulation via Code-Switching
Zemlyanika — Module-LWE based KEM with the power-of-two modulus, explicit rejection and revisited decapsulation failures
CoinMaze: Privacy-Focused CoinJoin Protocol for Bitcoin
GOLF: Unleashing GPU-Driven Acceleration for FALCON Post-Quantum Cryptography
LEAGAN: A Decentralized Version-Control Framework for Upgradeable Smart Contracts
DGSP: An Efficient Scalable Fully Dynamic Group Signature Scheme Using SPHINCS+
ZKPoG: Accelerating WitGen-Incorporated End-to-End Zero-Knowledge Proof on GPU
Unbiasable Verifiable Random Functions from Generic Assumptions
ALPACA: Anonymous Blocklisting with Constant-Sized Updatable Proofs
Incompleteness in Number-Theoretic Transforms: New Tradeoffs and Faster Lattice-Based Cryptographic Applications
ZHE: Efficient Zero-Knowledge Proofs for HE Evaluations
Publicly Auditable Garbled Circuit
Towards a Modern LLL Implementation
Clementine: A Collateral-Efficient, Trust-Minimized, and Scalable Bitcoin Bridge
Seamless Switching Between PBS and WoPBS for Scalable TFHE
Cryptography from Lossy Reductions: Towards OWFs from ETH, and Beyond
The Planted Orthogonal Vectors Problem
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