Max-plus linear systems theory was inspired by and originated from classical linear systems theory more than three decades ago, with the purpose of dealing with nonlinear …
In this paper, we tackle the performance safety enforcing problem in plants modeled by timed event graphs that are a subclass of timed Petri nets. We assume that a malicious …
L Hardouin, Y Shang, CA Maia… - IEEE Transactions on …, 2016 - ieeexplore.ieee.org
Max-plus algebra is a suitable algebraic setting to model discrete event systems involving synchronization and delay phenomena which are often found in transportation networks …
This paper presents the new investigations on the disturbance decoupling problem (DDP) for the geometric control of max-plus linear systems. The classical DDP concept in the …
T Brunsch, J Raisch, L Hardouin - Control Engineering Practice, 2012 - Elsevier
In previous work it has been shown how a max-plus algebraic model can be derived for cyclically operated high-throughput screening systems and how such a model can be used …
This paper addresses the control problem of Timed Event Graphs (TEGs) with disturbance transitions, which are subject to marking constraints. In these graphical models …
This paper proposes analytical approaches to solve the problem of generalised marking constraints enforced on partially controllable and observable timed event graphs. For this …
The control of timed Petri nets subject to synchronization and time delay phenomena is addressed in this paper. This class of timed Petri nets can be described by using the max …
This paper deals with the observer design for max-plus linear systems. The approach is based on the residuation theory which is suitable to deal with linear mapping inversion in …