Discrete Mathematics & Theoretical Computer Science, Vol 6, No 2 (2004)

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DMTCS vol 6 no 1 (2004), pp. 143-162

Discrete Mathematics & Theoretical Computer Science


Volume 6 n° 1 (2004), pp. 143-162

author:Narjes Berregeb and Riadh Robbana and Ashish Tiwari
title:Towards automated proofs of observational properties
keywords:observational, contexts, rewriting
abstract:Observational theories are a generalization of first-order theories where two objects are observationally equal if they cannot be distinguished by experiments with observable results. Such experiments, called contexts, are usually infinite. Therfore, we consider a special finite set of contexts, called cover-contexts, ``covering'' all the observable contexts. Then, we show that to prove that two objects are observationally equal, it is sufficient to prove that they are equal (in the classical sense) under these cover-contexts. We give methods based on rewriting techniques, for constructing such cover-contexts for interesting classes of observational specifications.

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reference: Narjes Berregeb and Riadh Robbana and Ashish Tiwari (2004), Towards automated proofs of observational properties, Discrete Mathematics and Theoretical Computer Science 6, pp. 143-162
bibtex:For a corresponding BibTeX entry, please consider our BibTeX-file.
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Automatically produced on Sun Jan 18 16:32:20 CET 2004 by falk