What is Petri Net

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Is a mathematical modeling language for the description of discrete event systems. Learn more in: New Models for ICT-Based Medical Diagnosis

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Is a mathematical modeling language for the description of discrete event systems. Learn more in: New Models for ICT-Based Medical Diagnosis

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A directed bipartite graph with a dynamic process defined on it. Learn more in: Modeling With Colored Petri Nets: Specification, Verification, and Performance Evaluation of Systems

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A bipartite directed graph with a dynamic process defined on it. Learn more in: Infinite Petri Nets as Models of Grids

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(P, T, F, B): A bipartite graph with two types of nodes: P is a finite set of places and T is a finite set of transitions. Arcs are directed and represent the forward incidence function F: PT IN and the backward incidence function B: P T IN respectively. An interpreted Petri net is such that conditions and events are associated with places and transitions. When the conditions corresponding to some places are satisfied, tokens are assigned to those places and the net is said to be marked. The evolution of tokens within the net follows transition firing rules. Petri nets allow sequencing, parallelism and synchronization to be easily represented. Learn more in: Organizational Self-Design in Worth-Oriented Domains

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Is a mathematical modeling language for the description of discrete event systems. Learn more in: Cyber Security Model of Artificial Social System Man-Machine

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A place-transition net where one transition fires at a step. Learn more in: Sleptsov Net Computing

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A Petri net is the description of a process in terms of places (capturing conditions), transitions (capturing tasks), and arcs (capturing relation between conditions and tasks). The semantics is always formally defined. Learn more in: Yet Another Workflow Language: Concepts, Tool Support, and Application