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On Bisimulations for the Spi Calculus (2002)  (Make Corrections)  (6 citations)
Johannes Borgstrom EPFL, Switzerland Uwe Nestmann + May 23, 2003, 19:35



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Abstract: The spi calculus is an extension of the pi calculus with cryptographic primitives, designed for the verification of cryptographic protocols. Due to the extension, the naive adaptation of labeled bisimulations for the pi calculus is too strong to be useful for the purpose of verification. Instead, as a viable alternative, several "environment-sensitive" bisimulations have been proposed. In this paper we formally study the di#erences between these bisimulations. 1 (Update)

Cited by:   More
Complete Lax Logical Relations for Cryptographic.. - Goubault-Larrecq.. (2004)   (Correct)
On Bisimulations for the Spi Calculus - Johannes Borgstrom Epfl (2002)   (Correct)
A Bisimulation for Dynamic Sealing - Sumii, Pierce (2004)   (Correct)

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0.0:   Process Calculi and the Verification of Security Protocols - Boreale, Gorla (2002)   (Correct)
0.0:   Observational equivalence and trace equivalence in an extension.. - Cortier (2002)   (Correct)
0.0:   Reconciling Two Views of Cryptography (The Computational.. - Abadi, Rogaway (2000)   (Correct)

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0.4:   A Logical ramework for the spi-calculus - Montanari, Tuosto   (Correct)
0.4:   A Calculus for Cryptographic Protocols - The Spi Calculus - Abadi, Gordon (1997)   (Correct)

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8:   Proof techniques for cryptographic processes - Boreale, De Nicola et al. - 1999
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BibTeX entry:   (Update)

J. Borgstrom and U. Nestmann. On Bisimulation in the Spi Calculus. Draft full version, available from http://lamp.epfl.ch/uwe/doc/spi/, 2002. http://citeseer.ist.psu.edu/672631.html   More

@misc{ borgstrom02bisimulation,
  author = "J. Borgstrom and U. Nestmann",
  title = "On Bisimulation in the Spi Calculus",
  text = "J. Borgstrom and U. Nestmann. On Bisimulation in the Spi Calculus. Draft
    full version, available from http://lamp.epfl.ch/uwe/doc/spi/, 2002.",
  year = "2002",
  url = "citeseer.ist.psu.edu/672631.html" }
Citations (may not include all citations):
502   Concurrency and automata on infinite sequences (context) - Park - 1981
404   A calculus for cryptographic protocols: The Spi calculus - Abadi, Gordon - 1999
317   IEEE Transactions on Information Theory (context) - Dolev, Yao et al. - 1983
216   Theoretical Computer Science (context) - Milner, Parrow et al. - 1993
197   Barbed bisimulation - Milner, Sangiorgi - 1992
178   Communicating and Mobile Systems: the #-Calculus (context) - Milner - 1999
59   A bisimulation method for cryptographic protocols - Abadi, Gordon - 1998
44   Proof techniques for cryptographic processes - Boreale, De Nicola et al. - 2002
44   Proof techniques for cryptographic processes - Boreale, De Nicola et al. - 1999
41   i and Cedric Fournet. Mobile values, new names, and secure c.. (context) - Abad - 2001
6   On Bisimulations for the Spi-Calculus - Borgstrom - 2001
1   Deciding framed bisimilarity - Huttel - 2002
1   Observational equivalence and trace equivalence in an extens.. - Cortier - 2002
1   Towards automatic bisimilarity checking in the spi calculus - Elkjr, Hohle et al. - 1999
1   Two notions of environment sensitive bisimilarity for spi-ca.. (context) - Frendrup, Huttel et al. - 2001



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Documents on the same site (http://lamp.epfl.ch/~jobo/):
On Bisimulations for the Spi Calculus - Johannes Borgstrom And (2002)   (Correct)
Process Calculi for the Foundations of - Peer-To-Peer Systems Johannes   (Correct)

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