Zero-Knowledge Proofs Enable Confidential, Verifiable Inter-Organizational Business Processes
A new cryptographic framework integrates zero-knowledge proofs into business process engines, enabling verifiable computational integrity while preserving sensitive data confidentiality across organizations.
ZKProphet: Optimizing Zero-Knowledge Proof Performance on GPU Architectures
This research identifies Number-Theoretic Transform as the critical bottleneck in GPU-accelerated Zero-Knowledge Proofs, proposing optimizations for enhanced verifiable computation.
PromptChain Decentralizes AI Prompt Management, Establishing Prompts as Verifiable Digital Assets
PromptChain transforms AI prompts into verifiable digital assets using Web3 architecture, enabling a new era of decentralized AI collaboration and ownership.
Zero-Knowledge Proofs: Advancing Digital Privacy and Verifiable Computation
Zero-knowledge proofs fundamentally enable verifiable computation without revealing underlying data, unlocking unprecedented privacy and scalability across digital systems.
Trade Splitting Optimizes MEV Extraction on Fast-Finality Rollups
This research unveils how arbitrageurs strategically fragment transactions to exploit MEV on fast-finality rollups, exposing the limitations of current fee-based ordering.
Automated Formal Verification Secures Stellar DeFi Smart Contracts
Certora Sunbeam Prover verifies Stellar smart contracts, preventing DeFi vulnerabilities through automated WebAssembly formal verification.
Two-Fold BFT Dynamically Detects Byzantine Nodes, Enhancing Blockchain Consensus
A two-fold Byzantine fault tolerance algorithm dynamically identifies malicious nodes through monitored communication, fundamentally enhancing blockchain consensus resilience.
Formal MEV Theory Enables Provable Security against Blockchain Attacks
This research establishes a formal, abstract model for Maximal Extractable Value, providing the foundational theory necessary for provably secure blockchain designs.
Formalizing MEV for Provably Secure Blockchain Design
A new formal theory of Maximal Extractable Value provides foundational tools for designing blockchains resilient to economic manipulation.
