This paper investigates stability of Positive Markov Jump Linear Systems (PMJLSs) in the
absence of a numerical realization. It considers the situation when only signs (and not …

Time delays are a prevailing scene in natural and engineered systems. Modern
interconnected networks are especially prone to long and variable delays; systems and …

In this paper, we introduce a novel method for identification of internally positive systems. In
this regard, we consider a kernel-based regularization framework. For the existence of a …

This paper considers the data-driven control problem for the important class of positive
systems. Due to the fact that such systems appear in diverse application areas whereby data …

We deal with dynamic equations on time scales, where we characterize the positivity of a
system. Uniform exponential stability of a system is determined by the spectrum of its matrix …

A study was conducted to derive number of sufficient conditions for the convex combination
of a set of M-matrices to be an M-matrix. The conditions are obtained using as diverse tools …

This Paper considers the problem of constrained stabilization of linear continuous-time
systems by state feedback control law. The goal is to solve this problem under positivity …

We first introduce the notion of positive linear Volterra integrodifferential equations. Then we
give some characterizations of these positive equations. An explicit criterion and a Perron …

We study stability radii of linear retarded systems described by general linear functional
differential equations. A lower and an upper bound for the complex stability radius with …

This paper investigates the robustness of exponential stability of a class of positive switched
systems described by linear functional differential equations (FDE) under arbitrary switching …