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Appears in Collections:Computing Science and Mathematics Conference Papers and Proceedings
Peer Review Status: Refereed
Author(s): Robinson, Peter
Shankland, Carron
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Title: Combating infinite state using ergo
Editor(s): Konig, H
Heiner, M
Wolisz, A
Citation: Robinson P & Shankland C (2003) Combating infinite state using ergo In: Konig H, Heiner M, Wolisz A (ed.) Formal Techniques for Networked and Distributed Systems - FORTE 2003, Berlin Heidelberg: Springer. Combating infinite state using ergo, 29.9.2003 - 2.10.2003, Berlin, Germany, pp. 144-159.
Issue Date: 2003
Series/Report no.: Lecture Notes in Computer Science, 2767
Conference Name: Combating infinite state using ergo
Conference Dates: 2003-09-29T00:00:00Z
Conference Location: Berlin, Germany
Abstract: Symbolic transition systems can be used to represent infinite state systems in a finite manner. The modal logic FULL, defined over symbolic transition systems, allows properties over infinite state to be expressed, establishing necessary constraints on data. We present here a theory and tactics for FULL, developed using Ergo, a generalised sequent calculus style theorem prover allowing interactive proofs. This allows exploitation of the underlying symbolic transition system and reasoning about symbolic values.
Status: Publisher version (final published refereed version)
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