This work revisits recent results on maximal multiplicity induced-dominancy for spectral
values in reduced-order time-delay systems and extends it to the general class of second …

In this article we consider the‐stabilization of n th‐order linear time‐invariant dynamical
systems using multiplicity‐induced‐dominancy‐based controller design in the presence of …

This paper gives an overview of the stability analysis of systems with delay-dependent
coefficients. Such systems are frequently encountered in various scientific and engineering …

The analysis of time-delay systems mainly relies on detecting and understanding the
spectral values bifurcations when crossing the imaginary axis. This paper deals with the …

For time-delay systems, the asymptotic behavior analysis of the critical imaginary roots wrt
the infinitely many critical delays is an open problem. In order to find a general solution, we …

In this work, we show that the coexistence of the maximal number of real spectral values of
generic single-delay retarded second-order differential equations guarantees the realness …

A series of recent works have shown that, for a system of linear functional differential
equations, a spectral value having a multiplicity exceeding the order of the system tends to …

This paper presents a novel five degrees of freedom (DOF) two-wheeled robotic machine
(TWRM) that delivers solutions for both industrial and service robotic applications by …

As a kind of dynamical system with a particular nonlinear structure, a multi-time scale
nonlinear system is one of the essential directions of the current development of nonlinear …

The critical length that limits stabilizability for delayed proportional‐derivative‐acceleration
(PDA) feedback and for predictor feedback (PF) is analyzed for the inverted pendulum …