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On the Verification of Open Distributed Systems (1998)  (Make Corrections)  (2 citations)
Mads Dam, Lars-åke Fredlund



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Abstract: A logic and proof system is introduced for specifying and proving properties of open distributed systems. Key problems that are addressed include the verification of process networks with a changing interconnection structure, and where new processes can be continuously spawned. To demonstrate the results in a realistic setting we consider a core fragment of the Erlang programming language. Roughly this amounts to a first-order actor language with data types, buffered asynchronous communication, ... (Update)

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...is the relative complexity of handling least fixpoints. A much more attractive approach is the one that was recently proposed in [DF98] and developed further in [DFG98] There, inductive datatypes (such as integers, lists etc. are treated coinductively (i.e. in the way...

...project is stated as producing a method and a prototype tool set for verification. One of the publications related to this project is [79]. In this paper a logic and a proof system is introduced for proving properties of open distributed systems. A core fragment of the Erlang...

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BibTeX entry:   (Update)

Mads Dam and Lars-ake Fredlund. On the verification of open distributed systems. In Proceedings of ACMSAC'98, 1998. http://citeseer.ist.psu.edu/dam98verification.html   More

@techreport{ dam97verification,
    author = "Mads Dam and Lars-…ke Fredlund",
    title = "On the Verification of Open Distributed Systems",
    number = "R97-01",
    month = "18,",
    pages = "16",
    year = "1997",
    url = "citeseer.ist.psu.edu/dam98verification.html" }
Citations (may not include all citations):
854   Information and Computation (context) - Milner, Parrow et al. - 1992
242   Concurrent Programming in Erlang - Armstrong, Virding et al. - 1996
137   Local model checking in the modal mu-calculus (context) - Stirling, Walker - 1991
107   A foundation for actor computation - Agha, Mason et al. - 1997
39   A note on model checking the modal -calculus (context) - Winskel - 1991
24   Compositional proof systems for model checking infinite stat.. - Dam - 1995
9   A modal theory of types for the ß-calculus (context) - Amadio, Dam - 1996

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