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Discrete-event dynamic system
In control engineering, a discrete-event dynamic system (DEDS) is a discrete-state, event-driven system of which the state evolution depends entirely on the occurrence of asynchronous discrete events over time. Although similar to continuous-variable dynamic systems (CVDS), DEDS consists solely of discrete state spaces and event-driven state transition mechanisms.
Topics in DEDS include:
- Automata theory
- Supervisory control theory
- Petri net theory
- Discrete event system specification
- Boolean differential calculus
- Markov chain
- Queueing theory
- Discrete-event simulation
- Concurrent estimation
References
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