Theory of Cryptography, 1st ed. 2021
19th International Conference, TCC 2021, Raleigh, NC, USA, November 8-11, 2021, Proceedings, Part I
Security and Cryptology Series

The three-volume set LNCS 13042, LNCS 13043 and LNCS 13044 constitutes the refereed proceedings of the 19th International Conference on Theory of Cryptography, TCC 2021, held in Raleigh, NC, USA, in November 2021.  The total of 66 full papers presented in this three-volume set was carefully reviewed and selected from 161 submissions. They cover topics on proof systems, attribute-based and functional encryption, obfuscation, key management and secure communication.

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.- 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.-