Time-delays are important components of many dynamical systems that describe coupling
or interconnection between dynamics, propagation, or transport phenomena in shared …

This paper reviews some subtleties in time‐delay systems of neutral type that are believed to
be of particular relevance in practice. Both traditional formulation and the coupled differential …

The stability of linear time invariant (LTI) systems with independent multiple time delays and
the cluster treatment of characteristic roots (CTCR) paradigm are investigated from a new …

In this paper, we analyze the asymptotic stability of linear systems with multiple uncertain
delays assuming the nominal delays to be constant with possible zero or nonzero values …

This article describes the stability crossing set for linear time-delay systems of arbitrary order
with three delays. The crossing frequency set, which consists of all frequencies where a pair …

The stability of linear time invariant (LTI) systems with multiple independent time delays and
the cluster treatment of characteristic roots (CTCR) paradigm are investigated from a new …

A new methodology, advanced clustering with frequency swee** (ACFS), is introduced for
the stability analysis of the most general class of linear time-invariant time-delay systems …

A new method, based on recent results concerning the construction of the Lyapunov matrix
of delay systems, reveals conditions under which the characteristic function has a root s 0 …

Stability switching hypersurfaces (SSH) of a general class of linear time invariant (LTI)
multiple time delay systems (MTDS) are extracted. The number of delays ℓ and system order …

Reaction–diffusion systems with time-delay defined on complex networks have been studied
in the framework of the emergence of Turing instabilities. The use of the Lambert W-function …