In this note, we study the stabilization problem of positive switched linear system (PSLS) with
disturbance. By introducing a class of weak common linear copositive Lyapunov functions …

This paper introduces the class of strongly endotactic networks, a subclass of the endotactic
networks introduced by Craciun, Nazarov, and Pantea. The main result states that the global …

This paper deals with the practical exponential stability of discrete-time switched linear
positive systems with impulse and disturbance. For the case when all subsystems are …

This article deals with stability of continuous-time switched systems under constrained
switching. Given a family of systems, possibly containing unstable dynamics, we …

By introducing a class of weak switched linear copositive Lyapunov functions, this paper
designs new time-dependent switching signals guaranteeing asymptotic stability of discrete …

We introduce the notion of nonoscillation, propose a constructive method for its robust
verification, and study its application to biological interaction networks (also known as …

Despite their complexity, biological systems are able to endure huge parameter fluctuations
and survive in the most diverse environmental conditions. Mathematical tools from graph …

In this paper, we deal with the finite-time stability of positive switched linear time-delay
systems. By constructing a class of linear time-varying copositive Lyapunov functionals, we …

ABSTRACT A treatment of a chemical reaction network theory is given from the perspective
of nonlinear network dynamics, in particular of consensus dynamics. By starting from the …

In this article, the problem of stabilization for the switched positive linear system (SPLS) with
impulse and marginally stable subsystems is studied, in which both the continuous time …