Titlebook: Applications and Theory of Petri Nets; Selected Papers from Anastasia Pagnoni,Grzegorz Rozenberg Conference proceedings 1983 Springer-Verla

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Ascendancy

Milner’s Communicating Systems and Petri Netsry, i.e. the class of systems composed of interacting sequential automata. The proof is based on (the construction of) an isomorphism between Milner’s communicating systems class and a subclass of Petri nets.The paper fully presents the proof for a subclass of communicating systems (where neither va

狂亂

A Note on D-Continuous Causal Nets motivation in formulating the model was to set up a formalism in which the properties of a non-sequential processes [2,3] could be exposed. Among these properties the one called . (D-continuity) is particularly intriguing in that it points to a way to bridge the gap between discrete and “continuous

BOLUS

A Diagram Editor for Line Drawings with Inscriptionsr is to reduce this time. Initial layout is facilitated by a technique that permits rapid visual evaluation of shape, size and positioning alternatives. Editing is supported in the same sense that a word processor supports the preparation of text. Thus a minor change which might normally require hou

arabesque

High-Level Petri Netsts. The new model is intended to combine the qualities of the two old models into a single formalism, and we propose in future to use high-level Petri nets instead of both predicate/transition nets and coloured Petri nets.

Pillory

Specification and Verification of Networks in a Petri Net based Language is called Epsilon, and it has been developed for the description and analysis of systems containing concurrent components. We have used and developed concepts from the Simula [2] and Delta [5] languages and from Petri net theory [1]. A system described in Epsilon consists of a number of concurrent

Chandelier

A Graph Theoretical Property for Minimal Deadlocks, with formal rules of construction which give birth to special kind of structures ([Her 79], [BMR 80] or [LSB 79]). The second is theoretical. Analysis algorithms have an exponential complexity. In assuming some constraints on the structure of the net, one can hope to decrease this complexity subs

Peristalsis

Petri Nets With Individual Tokens of the nets. Such tokens can not be identified as individual objects. The introduction of individual objects as tokens increases considerably the descriptive power of nets and allows for small but efficient models of real systems..This paper presents a calculus of such nets. We introduce its formal

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