In this article, three different techniques, the Fractional Perturbation Iteration Method (FPIA),
Fractional Successive Differentiation Method (FSDM), and Fractional Novel Analytical …

In this work, we discuss the controllability and observability behaviors of a non-
homogeneous conformable fractional dynamical system (C-FDS) based on the conformable …

In this paper, the fully discrete scheme is proposed based on the Simpson's quadrature
formula to approximate fractional-order integrals for noisy signals. This strategy is extended …

The Drude model has captured minds of many researchers in the past decades because this
model is able to explain the transport properties of electrons in materials more precisely …

This paper presents the analytical solutions of two fractional linear electrical systems
modeled with generalized fractional derivatives and integrals. The fractional differential …

We consider an electrical RLC circuit in two-dimensional spaces described by a fractional-
order derivative. We propose the qualitative properties of the proposed model. We analyze …

In this paper, concepts of fractional-order (FO) derivatives are reviewed and discussed with
regard to element models applied in the circuit theory. The properties of FO derivatives …

This paper delves into an examination of the existence, uniqueness, and stability properties
of a non-local integro-differential equation featuring the Hilfer fractional derivative with order …

The RL and RC circuits are analyzed in this research paper. The classical model of these
circuits is generalized using the modern concept of fractional derivative with Mittag-Leffler …

It is well known that the fundamental fractional exponential matrix (FFEM) is closely related
to the formal solution of the homogeneous and non-homogeneous linear time-conformable …