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The Security Picalculus and Non-interference (2000)  (Make Corrections)  (4 citations)
Matthew Hennessy



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Abstract: The security -calculus is a typed version of the asynchronous -calculus in which the types, in addition to constraining the input/output behaviour of processes, have security levels associated with them. This enables us to introduce a range of typing disciplines which allow input or output behaviour, or both, to be bounded above or below by a given security level. (Update)

Context of citations to this paper:   More

...a type system which enjoys subject reduction, but do not establish any kind of security property. Hennessy and Riely [9] and Hennessy [8] base their non interference statements on may or must testing equivalence; a statement based on a stronger notion of process...

Cited by:   More
Type-Based Information Flow Analysis for the Pi-Calculus - Kobayashi (2003)   (Correct)
Confining Data and Processes in Global Computing Applications - De Nicola, Gorla, Pugliese (2004)   (Correct)
A Simple View of Type-Secure Information Flow in the π-Calculus - Pottier (2002)   (Correct)

Active bibliography (related documents):   More   All
0.8:   Information Flow vs. Resource Access in the Asynchronous.. - Hennessy, Riely (2000)   (Correct)
0.8:   Information Flow vs. Resource Access in the Asynchronous.. - Hennessy, Riely (2000)   (Correct)
0.2:   Boxed Ambients - Bugliesi, Castagna, Crafa (2001)   (Correct)

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0.1:   A Typed, Prioritized Process Algebra - Jeffrey (1993)   (Correct)
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3:   Secure information flow in a multi-threaded imperative language - Volpano, Smith - 1998
3:   A Core Calculus of Dependency - Abadi, Banerjee et al. - 1999
3:   A uniform type structure for secure information flow - Honda, Yoshida - 2002

BibTeX entry:   (Update)

M. Hennessy. The security picalculus and noninterference. Technical Report http://citeseer.ist.psu.edu/hennessy00security.html   More

@techreport{ hennessy00security,
    author = "Matthew Hennessy",
    title = "The security pi-calculus and non-interference",
    number = "2000:05",
    year = "2000",
    url = "citeseer.ist.psu.edu/hennessy00security.html" }
Citations (may not include all citations):
299   An Algebraic Theory of Processes (context) - Hennessy - 1988
170   Security policies and security models (context) - Goguen, Meseguer - 1992
167   Resource access control in systems of mobile agents - Riely, Hennessy - 1998
149   Testing equivalences for processes (context) - De Nicola, Hennessy - 1984
116   Mathematical Structures in Computer Science (context) - Pierce, Sangiorgi et al. - 1996
114   The Polymorphic Pi-Calculus: Theory and Implementation - Turner - 1995
70   On asynchronous communication semantics - Honda, Tokoro - 1992
66   Graph types for monadic mobile processes - Yoshida - 1996
56   INRIA-Sophia Antipolis (context) - Boudol, the et al. - 1992
56   Behavioral equivalence in the polymorphic pi-calculus - Pierce, Sangiorgi - 1997
48   Non-interference for the analysis of cryptographic protocols - Focardi, Gorrieri et al. - 2000
47   Process algebra and non-interference - Ryan, Schneider - 1997
45   Non-interference through determinism (context) - Roscoe, Woodcock et al. - 1994
38   Secure information ow in a multi-threaded imperative languag.. (context) - rey, Dennis - 1998
24   Secrecy by typing in security protocols (context) - Abadi - 1997
24   Secure computer system: Uni ed exposition and multics interp.. (context) - Bell, LaPadula - 1975
17   A classi cation of security properties for process algebras (context) - Focardi, Gorrieri - 1995
12   Secure information ow as typed process behaviour (context) - Honda, Vasconcelos et al. - 2000
11   Testing theories for asynchronous languages - Castellani, Hennessy - 1998
5   Non interference: Past (context) - Focardi, Gorrieri - 1997
4   Mobile logics for mobile processes (context) - Milner, Parrow et al. - 1993

Documents on the same site (http://cristal.inria.fr/~fpottier/biblio/english.html):   More
Satisfying Subtype Inequalities in Polynomial Space - Frey (1997)   (Correct)
The SLam Calculus: Programming with Secrecy and Integrity - Heintze, Riecke (1998)   (Correct)
Subtyping-Constraint-Based Type Inference With Conditional.. - Pottier (1999)   (Correct)

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