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Petri Net - Based Controller Synthesis for Discrete Event Systems
The place-invariants method is one of the most popular controller synthesis approaches for Petri net (PN) modeled DES. Unfortunately, the observance of the constraints... -
Partial Order Techniques for Distributed Discrete Event Systems: why you can'...
Monitoring or diagnosis of large scale distributed Discrete Event Systems with asynchronous communication is a demanding task. Ensuring that the methods developed for... -
Path Search Algorithm for Connections with Pumps in Crude Oil Pipe Networks
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Max-plus $(A,B)$-invariant spaces and control of timed discrete event systems
The concept of $(A,B)$-invariant subspace (or controlled invariant) of a linear dynamical system is extended to linear systems over the max-plus semiring. Although... -
Results and Perspectives on Fault Tolerant Control for a Class of Hybrid Systems
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An approach for the synthesis of decentralised supervisors for distributed ad...
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Modular Modelling for the Diagnostic of Complex Discrete-Event Systems
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Symbolic Supervisory Control of Distributed Systems with Communications
We consider the control of distributed systems composed of subsystems communicating asynchronously; the aim is to build local controllers that restrict the behavior of... -
Automated Modelling of Reactive Discrete Event Systems from External Behaviou...
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A Modeling Method of SISO Discrete-Event Systems in Max Algebra
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Synthesis of Greatest Linear Feedback for Timed Event Graphs in Dioid
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Estimation of Discrete-Event Systems using Interval Computation
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A First Step towards Adaptive Control for Linear Systems in Max Algebra
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Just In Time Control of Timed Event Graphs: Update of Reference Input, Presen...
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Model Reference Control for Timed Event Graphs in Dioids
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Control of (max,+)-linear systems minimizing delays
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Gradient-based controllers for timed continuous Petri nets
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Modeling and Control for Balanced Timed and Weighted Event Graphs in Dioids
Soumis à IEEE Transactions on Automatic Control -
Law of Large Numbers for products of random matrices with coefficients in the...
We analyze the asymptotic behavior of random variables $x(n,x_0)$ defined by $x(0,x_0)=x_0$ and $x(n+1,x_0)=A(n)x(n,x_0)$, where $\sAn$ is a stationary and ergodic...
