For 2-D causal systems, the variables depend both on time, and on spatial coordinates. This
article develops two identification algorithms for two-dimensional causal systems. First, a …

In this paper, we aim to investigate the stability of 2D switched positive nonlinear systems
with time‐varying delays in the Roesser model, which includes 2D switched positive linear …

Two recent Lyapunov‐based methods: free weighting matrix approach and Jensen
inequality approach, have reduced the conservatism and the complexity of the stability result …

In time-delay two-dimensional (2-D) systems, the variables not only depend on time but also
on spatial coordinates, moreover, more than one input data are subjected to time-delays at …

Given a finite set $ K $, a Boolean linear map on $ K $ is a map $ f $ from the set $2^ K $ of
all subsets of $ K $ into itself with $ f (\emptyset)=\emptyset $ such that $ f (A\cup B)= f …

Integrated fault detection (FD) for two-dimensional (2-D) discrete systems with time-varying
state delays is studied in this paper. The concerned 2-D time-varying delay systems are …

Obtaining an upper bound of the local reachability index for 2-D systems is one of unsolved
problems for which it is still not determined what tool could be used to solve it. In this paper …

The calculation of the smallest number of steps needed to deterministically reach all local
states of an n th n th-order positive 2-D system, which is called local reachability index (I_ LR …

In this paper, we focus on the problem of actuator/sensor faults compensation for two-
dimensional discrete systems with time-varying delays. In describing the second Fornasini …

To put things in a historical context, the 1970s were a period of deep transformation for
spanish universities: research in Mathematics had been a mostly marginal activity for …