Application and Theory of Petri Nets and Concurrency

This book constitutes the proceedings of the 46th International Conference on Application and Theory of Petri Nets and Concurrency, PETRI NETS 2025, held in Paris, France, during June 2227, 2025. The 21 full papers and 1 short paper included in this book were carefully reviewed and selected from 48 submissions. They deal with topics such as composition and synthesis; workflow nets; process mining; model checking; communication & concurrency; timed and stochastic Petri nets; etc. The proceedings also include one invited talk in full paper length.

Inhalt

.- Automated Reasoning for Data-Aware Petri Nets.

.- Petri Nets and Higher-Dimensional Automata.

.- Discovering the Influence of Exogenous Data on Decisions in Processes.

.- Synthesizing Petri Nets from Labelled Petri Nets.

.- Coverability in Well-Formed Free-Choice Nets.

.- High-Level Message Sequence Charts: Satisfiability and Realizability
Revisited.

.- Distributed Reference Net Simulation based on Event Streaming.

.- Persistent Permutations, Fairness, Asymmetric Choice Petri Nets, and
Ochmanski's Conjecture.

.- Statistical Model Checking of Stochastic Timed-Arc Petri Nets.

.- Energy Transfer in timed cyclic networks.

.- Leveraging Petri Nets for Workflow Anomaly Detection in Microservice
Architectures.

.- Translating Workflow Nets into the Partially Ordered Workflow Language.

.- Distributed Places and Safe Net Reduction.

.- Analysing Probabilistic Hornets.

.- Enjoy the Silence, Part II: Probability-Based Queries on Stochastic
Labelled Petri Nets.

.- Decidability problems for weak Time Petri Nets with read, reset and
transfer arcs.

.- SkiNet: a User-Oriented Tool for Petri Net-based Analysis of Robotic Skills.

.- Deciding (Sub-Marking) Reachability in O(P2 + T2) for Sound
Acyclic Free-Choice Workflow Nets.

.- Complexity of Alignments on Sound Free-Choice Workflow Nets.

.- Computing Alignments for Partially-ordered Traces Through Petri Net
Unfoldings .

.- Simplifying LTL Model Checking Given Prior Knowledge.

.- Failure Resilience of strongly synchronized Processes.

.- Symbolic Model Checking in the Modular State Space using Binary
Decision Diagrams.