Cryptology ePrint Archive: Report 2012/019

Towards Unconditional Soundness: Computationally Complete Symbolic Attacker

Gergei Bana and Hubert Comon-Lundh

Abstract: We consider the question of the adequacy of symbolic models versus computational models for the verification of security protocols. We neither try to include properties in the symbolic model that reflect the properties of the computational primitives nor add computational requirements that enforce the soundness of the symbolic model. We propose in this paper a different approach: everything is possible in the symbolic model unless it contradicts a computational assumption. In this way, we obtain unconditional soundness almost by construction. And we do not need to assume the absence of dynamic corruption or the absence of key-cycles, which are examples of hypotheses that are always used in related works. We set the basic framework, for arbitrary cryptographic primitives and arbitrary protocols, however for trace security properties only.

Category / Keywords: foundations / symbolic verification, computational soundness

Publication Info: Full version with appendix added to publication accepted to POST'2012

Date: received 11 Jan 2012, last revised 21 Sep 2012

Contact author: bana at math upenn edu

Available format(s): PDF | BibTeX Citation

Note: Corrected some typos

Version: 20120921:093615 (All versions of this report)

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