Abstract Petri Nets as a Uniform Approach to High/Level Petri Nets
نویسنده
چکیده
In the area of Petri nets, many diierent developments have taken place within the last 30 years, in academia as well as in practice. For an adequate use in practice, a coherent and application oriented combination of various types and techniques for Petri nets is necessary. In order to attain a formal basis for diierent classes of Petri nets we introduce the concept of abstract Petri nets. The essential point of abstract Petri nets is to allow diierent kinds of net structures as well as the combination of various kinds of data types. This means that in abstract Petri nets the data type and the net structure part can be considered as abstract parameters which can be instantiated to diierent concrete net classes. We show that several net classes, like place/transition nets, elementary nets, S-graphs, algebraic high-level nets, and predicate/transitions nets are instantiations of abstract Petri nets. Moreover, we discuss coloured Petri nets in this context.
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