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Supervisory Control on Concurrent Discrete Event Systems with Variables

Benoît Gaudin, Peter H. Deussen

Open publisher page 22 citations

Abstract

This work deals with the supervisory control of discrete event systems (DES). Supervisory control is classically applied to systems modeled by finite state machine (FSM). The results presented in this paper aim to extend the classical supervisory control theory in order to provide an efficient way to compute supervisors which control systems modeled by concurrent extended finite state machines (EFSM). The link with the classical theory is obtained introducing theparameterizedlanguages. It is then shown how this can be applied to concurrent systems whose subsystems exchange information during the synchronizations.

About this research paper

What this paper is about

This work deals with the supervisory control of discrete event systems (DES). Supervisory control is classically applied to systems modeled by finite state machine (FSM). The results presented in this paper aim to extend the classical supervisory control theory in order to provide an efficient way to compute supervisors which control systems modeled by concurrent extended finite state machines (EFSM). The link with the classical theory is obtained introducing theparameterizedlanguages. It is then shown how this can be applied to concurrent systems whose subsystems exchange information during the synchronizations.

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OpenAlex reports 22 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

This work deals with the supervisory control of discrete event systems (DES). Supervisory control is classically applied to systems modeled by finite state machine (FSM). The results presented in this paper aim to extend the classical supervisory control theory in order to provide an efficient way to compute supervisors which control systems modeled by concurrent extended finite state machines (EFSM). The link with the classical theory is obtained introducing theparameterizedlanguages. It is then shown how this can be applied to concurrent systems whose subsystems exchange information during the synchronizations.

Key concepts: Supervisory control, Supervisory control theory, Parameterized complexity, Finite-state machine, Computer science, Event (particle physics), Discrete event dynamic system, State (computer science)

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