Theory of Cryptography

<p>Secure Quantum Computation with Classical Communication.- Secure Software Leasing from Standard Assumptions.- Post-quantum Resettably-Sound Zero Knowledge.- Secure Software Leasing Without Assumptions.- The Round Complexity of Quantum Zero-Knowledge.- Rate-1 Quantum Fully Homomorphic Encryption.- Unifying Presampling via Concentration Bounds.- Quantum Key-length Extension.- Relationships between quantum IND-CPA notions.- Classical Binding for Quantum Commitments.-&nbsp;Unclonable Encryption, Revisited.- Somewhere Statistical Soundness, Post-Quantum Security, and SNARGs.- Black-Box Impossibilities of Obtaining 2-Round Weak ZK and Strong WI from Polynomial Hardness.- Tight Security Bounds for Micali's SNARGs.- Acyclicity Programming for Sigma-Protocols.-Statistical ZAPs from Group-Based Assumptions.- Generalized Proofs of Knowledge with Fully Dynamic Setup.- Fully-succinct Publicly Verifiable Delegation from Constant-Size Assumptions.- On expected polynomial runtime in cryptography.- Information-Theoretically Secure MPC against Mixed Dynamic Adversaries.- Round-Efficient Byzantine Agreement and Multi-Party Computation with Asynchronous Fallback.- Two-Round Maliciously Secure Computation with Super-Polynomial Simulation.- Adaptive Security of Multi-Party Protocols, Revisited.-On Actively-Secure Elementary MPC Reductions.- Environmentally Friendly Composable Multi-Party Computation in the Plain Model from Standard (Timed) Assumptions.-</p>