This paper studies the impact of realistic wide-area measurement system (WAMS) time-
varying delays on the dynamic behavior of power systems. A detailed model of WAMS …

By using the Caputo (C) fractional derivative and two recently defined alternative versions of
this derivative, the Caputo–Fabrizio (CF) and the Atangana–Baleanu (AB) fractional …

This paper focuses on the stability analysis of systems modeled as neutral delay differential
equations (NDDEs). These systems include delays in both the state variables and their time …

Water quality is an issue of global importance in environmental research. The productivity,
safety, and distribution of fresh and pure water to the population are priorities for every …

In this article, we focus on a class of singular linear systems of fractional differential
equations with given nonconsistent initial conditions (IC). Because the nonconsistency of the …

This paper collects the challenges and opportunities that emerge from the millions of
controllable devices–and the micro-flexibility they offer–that are deployed across the …

In this article, we use a generalized system of differential equations of fractional‐order to
incorporate memory into an electricity market model. By using this idea, essential …

The book provides a comprehensive taxonomy of non-symmetrical eigenvalues problems as
applied to power systems. The book bases all formulations on mathematical concept of …

We consider both primal and dual formulations of singular autonomous systems of three
different types of fractional‐order differential equations. We present a comprehensive study …

In this article, we study a class of non-linear neutral delay differential equations of third
order. We first prove criteria for non-existence of non-Kneser solutions, and criteria for non …