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Abstract Datatype Semantics for Algebraic High-Level Nets Using Dynamic Abstract Datatypes

In: Quality of Communication-Based Systems

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  • Julia Padberg

    (TU Berlin)

Abstract

Using the recently introduced extension of algebraic specifi-cations, called dynamic abstract data types, that is based on algebras as states and transformations of algebras as state transformations, we intro-duce a new kind of semantics for algebraic high-level nets that especially reflects the data type part. Algebraic high-level nets are interpreted in this framework, where the underlying data type remains unchanged and the net and the net behaviour are transferred into algebras that represent states and dynamic operations relating these algebras. Thus it is possible to give the notions correctness and model semantics in the same way as for algebraic specifications. Nevertheless the abstract data type seman-tics of algebraic high-level nets is compatible to the usual case graph semantics known from Petri nets in general.

Suggested Citation

  • Julia Padberg, 1995. "Abstract Datatype Semantics for Algebraic High-Level Nets Using Dynamic Abstract Datatypes," Springer Books, in: Günter Hommel (ed.), Quality of Communication-Based Systems, pages 1-17, Springer.
    • Handle: RePEc:spr:sprchp:978-94-011-0187-5_1
    DOI: 10.1007/978-94-011-0187-5_1
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