Explicit canonical representatives for weak bisimulation equivalence and congruence:

Abstract: "A labelled transition system is considered having as labels a set of actions containing [tau], the silent move. Both for strong- and weak-bisimulation equivalence a model is defined that maps every state of the system to a canonical representative of its equivalence class. The latter...

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Bibliographic Details
Main Author: Rutten, J. J. M. M. (Author)
Format: Book
Language:English
Published: Amsterdam 1990
Series:Centrum voor Wiskunde en Informatica <Amsterdam>/ Department of Computer Science: Report CS 90,62
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Online Access:Volltext
Summary:Abstract: "A labelled transition system is considered having as labels a set of actions containing [tau], the silent move. Both for strong- and weak-bisimulation equivalence a model is defined that maps every state of the system to a canonical representative of its equivalence class. The latter model is obtained as an abstraction of the former. The main contribution is the fact that not only the existence of such representatives is established but that, moreover, an explicit (recursively defined) description is provided. The use of a (recursive) domain equation for the construction of tree-like structures, which are used for these representatives, is crucial."
Physical Description:20 S.

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