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Petri Nets: An Introduction: Monographs in Theoretical Computer Science. An EATCS Series, cartea 4

Autor Wolfgang Reisig
en Limba Engleză Paperback – 17 noi 2011
Net theory is a theory of systems organization which had its origins, about 20 years ago, in the dissertation of C. A. Petri [1]. Since this seminal paper, nets have been applied in various areas, at the same time being modified and theoretically investigated. In recent time, computer scientists are taking a broader interest in net theory. The main concern of this book is the presentation of those parts of net theory which can serve as a basis for practical application. It introduces the basic net theoretical concepts and ways of thinking, motivates them by means of examples and derives relations between them. Some extended examples il­ lustrate the method of application of nets. A major emphasis is devoted to those aspect which distinguish nets from other system models. These are for instance, the role of concurrency, an awareness of the finiteness of resources, and the pos­ sibility of using the same representation technique of different levels of ab­ straction. On completing this book the reader should have achieved a system­ atic grounding in the subject allowing him access to the net literature [25]. These objectives determined the subjects treated here. The presentation of the material here is rather more axiomatic than in­ ductive. We start with the basic notions of 'condition' and 'event' and the con­ cept of the change of states by (concurrently) occurring events. By generali­ zation of these notions a part of the theory of nets is presented.
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Specificații

ISBN-13: 9783642699702
ISBN-10: 3642699707
Pagini: 180
Ilustrații: X, 164 p.
Dimensiuni: 170 x 244 x 9 mm
Greutate: 0.3 kg
Ediția:Softcover reprint of the original 1st ed. 1985
Editura: Springer Berlin, Heidelberg
Colecția Springer
Seria Monographs in Theoretical Computer Science. An EATCS Series

Locul publicării:Berlin, Heidelberg, Germany

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Research

Cuprins

1. Introductory Examples and Basic Definitions.- 1.1 Examples from Different Areas.- 1.2 Examples from Logic Circuits and Operating Systems.- 1.3 Non-Sequential Programs.- 1.4 An Example for Systems Analysis.- 1.5 Some Basic Definitions.- 1.6 Summary and Overview.- Exercises for Chapter 1.- 1. Condition/Event-Systems.- 2. Nets Consisting of Conditions and Events.- 3. Processes of Condition/Event-Systems.- 4. Properties of Systems.- 2. Place/Transition-Nets.- 5. Nets Consisting of Places and Transitions.- 6. Net Invariants.- 7. Liveness Criteria for Special Classes of Nets.- 3. Nets with Individual Tokens.- 8. Predicate/Event-Nets.- 9. Relation Nets.- Appendix. Mathematical Notions and Notation.- I. Sets.- II. Relations.- III. Mappings, Functions.- IV. Partial Orders.- VII. Vectors and Matrices.- Further Reading.- 1. Some Landmarks in the Development of Net Theory.- 2. Conferences on Petri Nets.- 3. Text Books.- 4. Bibliographies.- 5. References to Chapter 2.- 6. References to Chapter 3.- 7. References to Chapter 4.- 8. References to Chapter 5.- 9. References to Chapter 6.- 10. References to Chapter 7.- 11. References to Chapter 8.- 12. References to Chapter 9.- 13. Modifications and Generalizations of Place/Transition-Nets.- 14. Applications.- 15. Implementation and Automatic Analysis of Nets.- 16. Related System Models.