Testing equivalence is a quite powerful way of expressing security properties of cryptographic protocols, but its formal verification is a difficult task, because it is based on the universal quantification over contexts. A technique based on state exploration to address this verification problem has been previously presented; it relies on an environment-sensitive labelled transition system (ES-LTS) and on symbolic term representation. This paper shows that such a technique can be enhanced by exploiting symmetries found in the ES-LTS structure. Experimental results show that the proposed enhancement can substantially reduce the size of the ES-LTS and that the technique as a whole compares favorably with respect to related work.
Exploiting Symmetries for Testing Equivalence in the Spi Calculus / CIBRARIO BERTOLOTTI, I.; Durante, L.; Sisto, Riccardo; Valenzano, A.. - STAMPA. - 3299:(2004), pp. 135-149. (Intervento presentato al convegno Second International Conference, ATVA 2004, Taipei, Taiwan, ROC tenutosi a Taipei (TW) nel October 31-November 3, 2004) [10.1007/978-3-540-30476-0_15].
Exploiting Symmetries for Testing Equivalence in the Spi Calculus
CIBRARIO BERTOLOTTI I.;DURANTE L.;SISTO, Riccardo;VALENZANO A.
2004
Abstract
Testing equivalence is a quite powerful way of expressing security properties of cryptographic protocols, but its formal verification is a difficult task, because it is based on the universal quantification over contexts. A technique based on state exploration to address this verification problem has been previously presented; it relies on an environment-sensitive labelled transition system (ES-LTS) and on symbolic term representation. This paper shows that such a technique can be enhanced by exploiting symmetries found in the ES-LTS structure. Experimental results show that the proposed enhancement can substantially reduce the size of the ES-LTS and that the technique as a whole compares favorably with respect to related work.File | Dimensione | Formato | |
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https://hdl.handle.net/11583/1418143