Zero-Knowledge Proof of Training Secures Private Decentralized AI Consensus
ZKPoT, a novel zk-SNARK-based consensus, cryptographically validates decentralized AI model contributions, eliminating privacy risks and scaling efficiency.
Zero-Knowledge Proof of Training Secures Federated Consensus
The Zero-Knowledge Proof of Training consensus mechanism uses zk-SNARKs to prove model performance without revealing private data, solving the privacy-utility conflict in decentralized computation.
Sublinear Memory Zero-Knowledge Proofs Democratize Verifiable Computation
Introducing the first ZKP system with memory scaling to the square-root of computation size, this breakthrough enables privacy-preserving verification on edge devices.
SEC Staff Permits State Trust Companies as Qualified Crypto Custodians
Institutional investors gain critical operational clarity as the SEC affirms State Trust Companies satisfy Qualified Custodian requirements for digital assets.
TokenWorks NFTStrategy Ecosystem Achieves $200 Million Market Capitalization
TokenWorks' NFTStrategy introduces a novel financial primitive, integrating automated trading and creator rewards to inject deep liquidity into the NFT market.
PancakeSwap V3 Expands Multi-Chain, Enhancing DeFi Capital Efficiency
PancakeSwap's strategic multi-chain expansion and V3 concentrated liquidity upgrades redefine DEX capital efficiency and user experience, attracting significant cross-ecosystem liquidity.
ZKPoT: Private, Scalable Consensus for Blockchain-Secured Federated Learning
A novel Zero-Knowledge Proof of Training (ZKPoT) consensus mechanism uses zk-SNARKs to validate federated learning contributions privately and efficiently, advancing secure decentralized AI.
Yield Basis Launches, Eliminating Impermanent Loss for Bitcoin Yield
A novel AMM design from Curve's founder redefines Bitcoin yield generation, mitigating impermanent loss to attract institutional DeFi capital.
Formalizing MEV Theory for Provably Secure Blockchain Architectures
This research establishes a foundational mathematical framework for Maximal Extractable Value, enabling rigorous analysis and provably secure defenses against economic exploitation.
