Syntax and Semantics of Petri Nets

Roberto Gorrieri (Università degli Studi, Bologna, Italy)

$211.95

Hardback

Forthcoming
Pre-Order now

QTY:

English

Cambridge University Press
31 August 2025

Network programming; Programming & scripting languages: general; Mathematical theory of computation

Series: Cambridge Tracts in Theoretical Computer Science

Petri nets are one of the most popular tools for modeling distributed systems. This book provides a modern look at the theory behind them, by studying three classes of nets that model (i) sequential systems, (ii) non-communicating parallel systems, and (iii) communicating parallel systems. A decidable and causality respecting behavioral equivalence is presented for each class, followed by a modal logic characterization for each equivalence. The author then introduces a suitable process algebra for the corresponding class of nets and proves that the behavioral equivalence proposed for each class is a congruence for the operator of the corresponding process algebra. Finally, an axiomatization of the behavioral congruence is proposed. The theory is introduced step by step, with ordinary-language explanations and examples provided throughout, to remain accessible to readers without specialized training in concurrency theory or formal logic. Exercises with solutions solidify understanding, and the final chapter hints at extensions of the theory.

By: Roberto Gorrieri (Università degli Studi Bologna Italy)
Imprint: Cambridge University Press
Country of Publication: United Kingdom
ISBN: 9781009613286
ISBN 10: 1009613286
Series: Cambridge Tracts in Theoretical Computer Science
Pages: 279
Publication Date: 31 August 2025
Audience: College/higher education , Further / Higher Education
Format: Hardback
Publisher's Status: Forthcoming

Roberto Gorrieri is Professor of Computer Science at the University of Bologna. His research interests include theory of concurrency and foundations of security. Gorrieri is author of two books 'Introduction to Concurrency Theory' (2015) and 'Process Algebras for Petri Nets' (2017) and editor of ten volumes, mainly about security foundations.