Given the square matrices A,B,D,E and the matrix C of conforming dimensions, we consider
the linear matrix equation A\mathbfXE+D\mathbfXB=C in the unknown matrix \mathbfX. Our …

In today's technological world, physical and artificial processes are mainly described by
mathematical models, which can be used for simulation or control. These processes are …

The long wavelength edge of the major chlorophyll absorption feature in the spectrum of a
vegetation canopy moves to longer wavelengths with an increase in chlorophyll content. The …

In this paper, we consider the generalized Lyapunov stability analysis for a discrete-time
system described by a high order difference-algebraic equation. In the behavioral approach …

The authors study the stability of linear systems whose dynamics are described by systems
of conformable fractional differential equations. They provide a framework in terms of …

This book compares the formal education of the majority of girls in Britain and Ireland in the
nineteenth century. Previous books about 'Britain'invariably focus on England, and such …

A reduced basis formulation is presented for the efficient solution of large-scale algebraic
random eigenvalue problems. This formulation aims to improve the accuracy of the first …

For many 2D systems, one of the independent variables plays a distinct role in the evolution
of the trajectories; since often this special independent variable is time, we call such systems …

We study the stability of switched systems whose dynamic modes are described by systems
of higher-order linear differential equations not necessarily sharing the same state space …

In this paper we prove a necessary and sufficient condition for the asymptotic stability of a 2-
D system described by a system of higher-order linear partial difference equations. We show …