This paper deals with the control of discrete event systems subject to synchronization and
time delay phenomena, which can be described by using the max-plus algebra. The …

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 …

This technical note deals with the state estimation for max-plus linear systems. This
estimation is carried out following the ideas of the observer method for classical linear …

Based on the existing research work on the modeling and control of cyclically operated high-
throughput screening systems, this paper presents the scheduling and control of high …

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 …

The class of timed event graphs (TEGs) has widely been studied thanks to an approach
known as the theory of max-plus linear systems. In particular, the modeling of TEGs via …

In this paper semirings with an idempotent addition are considered. These algebraic
structures are endowed with a partial order. This allows to consider residuated maps to …

This paper deals with solution of inequality A⊗ x⪯ b, where A, x and b are interval matrices
with entries defined over idempotent semiring. It deals also with the computation of a pair of …

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 …