Petri Nets in System Modeling
Petri nets are a mathematical formalism for representing systems where multiple processes occur simultaneously and interact through shared resources, making them well-suited for analyzing factories, communication protocols, and distributed software. Researchers use them to ask precise questions about system behavior: can the system reach a state where nothing can proceed, and if so, how should a controller intervene to prevent it? Active work focuses on scaling these analyses to large, realistic systems — particularly flexible manufacturing lines where machines share tools and buffers — and on diagnosability, the problem of determining whether a faulty internal event can always be detected from observable outputs alone. Stochastic extensions that incorporate timing and uncertainty are also an ongoing area, as many real systems behave probabilistically rather than in the clean, deterministic terms that classical Petri net theory assumes.
- Works
- 35,113
- Total citations
- 401,834
- Keywords
- Petri NetsDeadlock PreventionSupervisory ControlDiscrete-Event SystemsFault DiagnosisFlexible Manufacturing Systems
Top papers in Petri Nets in System Modeling
Ordered by total citation count.
- Petri nets: Properties, analysis and applications↗ 10,543
- Event-Triggered Real-Time Scheduling of Stabilizing Control Tasks↗ 4,584
- Petri Net theory and the modeling of systems↗ 3,637
- Stability of networked control systems↗ 3,441
- Introduction to Discrete Event Systems↗ 3,386
- Supervisory Control of a Class of Discrete Event Processes↗ 3,338
- Time-delay systems: an overview of some recent advances and open problems↗ 3,296
- Control of systems integrating logic, dynamics, and constraints↗ 3,059
- The control of discrete event systems↗ 2,914
- THE APPLICATION OF PETRI NETS TO WORKFLOW MANAGEMENT↗ 2,684
- Priority inheritance protocols: an approach to real-time synchronization↗ 2,244
- Workflow mining: discovering process models from event logs↗ 2,178
Active researchers
Top authors in this area, ranked by h-index.