Distributed Verifiable Random Functions Secure Decentralized Randomness Generation Trustlessly
Integrating threshold cryptography and zk-SNARKs into a Distributed Verifiable Random Function creates a foundational, unbiasable randomness primitive essential for secure PoS and sharding.
Erasure Code Commitments Enable Efficient Trustless Data Availability Sampling
This new cryptographic primitive formally guarantees committed data is a valid code word, enabling poly-logarithmic Data Availability Sampling without a trusted setup.
Nillion Launches Petnet Mainnet Enabling Blind Computation for Decentralized AI and Finance
The Petnet architecture's blind computation primitive unlocks secure processing of high-value, encrypted data, accelerating institutional-grade AI and RWA adoption.
Lattice-Based Recursion Enables Transparent Post-Quantum Zero-Knowledge Proofs
LaBRADOR introduces a post-quantum, lattice-based ZK primitive that achieves sublinear proof size via recursive folding, securing future computation.
Bilinear Accumulators Enable Constant-Size Zero-Knowledge Batch Proofs
Zero-knowledge batch proofs using Bilinear Pairings achieve constant size and verification time, dramatically accelerating stateless blockchain and credential systems.
Zeromorph Unifies Multilinear Proofs with Efficient Univariate Commitments
Zeromorph is a cryptographic recipe that maps complex multilinear polynomials to simpler univariate forms, radically reducing ZK-SNARK verification cost.
Functional Adaptor Signatures Enable Private Verifiable On-Chain Data Sales
Functional Adaptor Signatures bridge atomic payment with functional encryption, enabling trustless, privacy-preserving sales of computed data on any blockchain.
Logical Unprovability Enables Perfectly Sound Transparent Zero-Knowledge Proofs
Leveraging Gödelian principles, this new cryptographic model achieves perfectly sound, non-interactive, transparent proofs, resolving the trusted setup dilemma.
Efficient Post-Quantum Polynomial Commitments Fortify Zero-Knowledge Scalability
Greyhound introduces the first concretely efficient lattice-based polynomial commitment scheme, unlocking post-quantum security for zk-SNARKs and blockchain scaling primitives.
