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Abstract: A sequent calculus which provides the basis for proving properties of Opal programs is presented. First we describe the syntactic framework of the formula language. This language is simpler than Opal, but there is still a direct correspondence to most of the Opal language constructs. We then introduce the calculus, which is divided into a Basic and an Extended Calculus. An example proof is given to illustrate usage of the calculus. This research was partly sponsored by Daimler-Benz AG... (Update)
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BibTeX entry: (Update)
@misc{ didrich-part,
author = "Klaus Didrich and Andreas Fett",
title = "Part I: Verifying in the Small",
url = "citeseer.ist.psu.edu/380509.html" }
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2 of Computing Imperial College London (context) - Perry, Technical et al. - 1988
1 Institute of Technology Press (context) - Milner, Tofte et al. - 1990
1 4th corrected edition available at URL http://www (context) - Pepper, Language et al. - 1991
1 TR189-lcp-second-isabelle-manual (context) - Paulson, Nipkow et al. - 1990
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