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by Giovanni Di Crescenzo, Jonathan Katz, Rafail Ostrovsky, Adam Smith, Telcordia Technologies Inc
http://theory.lcs.mit.edu/~cis/pubs/asmith/DKOS01.ps.gz
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Abstract:

Work done while the author was at Telcordia Technologies.

Citations

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368 Relations among notions of security for public-key encryption schemes – Bellare, Desai, et al. - 1462
364 Practical public key cryptosystem provably secure against adaptive chosen ciphertext attack – Cramer, Shoup - 1998
359 A Randomized Protocol for Signing Contracts – Even, Goldreich, et al. - 1985
352 How to play any mental game — a completeness theorem for protocols with honest majority – Goldreich, Micali, et al. - 1987
255 Proofs that Yield Nothing but their Validity or All Languages in NP Have Zero-Knowledge Proof Systems – Goldreich, Micali, et al. - 1991
254 Universal One-way Hash Functions and their Cryptographic Applications. 21st STOC – Naor, Yung - 1989
170 Foundation of Cryptography - Fragments of a Book – Goldreich - 1995
162 Bit commitment using pseudo-randomness – Naor - 1990
142 Non-interactive zero knowledge – Blum, Santis, et al. - 1991
95 Non-malleable Non-interactive Zero Knowledge and Adaptive Chosen Ciphertext Security. FOCS – Sahai - 1999
47 Perfect zero-knowledge arguments for NP can be based on general complexity assumptions – Naor, Ostrovsky, et al. - 1998
44 Characterization of security notions for probabilistic private-key encryption – Katz, Yung
37 Fair Games Against an All-Powerful Adversary – Ostrovsky, Venkatesan, et al. - 1993
31 R.: On concurrent zero-knowledge with preprocessing – Crescenzo, Ostrovsky
23 Rapid Demonstration of Linear Relations Connected by Boolean Operators. Eurocrypt ’97 – Brands
17 Adaptive Zero-Knowledge and Computational Equivocation. FOCS ’96 – Beaver
14 Provably secure and practical identi schemes and corresponding signature schemes – Okamoto - 1992
6 Necessary and sucient assumptions for non-interactive zero-knowledge proofs of knowledge for all np relations – Santis, Crescenzo, et al.
6 The non-malleability lectures. Available from the author – Dwork
6 Efficient Non-Malleable Commitment Schemes. CRYPTO – Fischlin, Fischlin - 2000