The conformable derivative is used to develop the Swartzendruber model for description of
non-Darcian flow in porous media. The proposed conformable Swartzendruber models are …

The stability conditions of the fractional differential equations described by the Caputo
generalized fractional derivative have been addressed. The generalized asymptotic stability …

In this note, we present a global asymptotic stability criterion for the fractional differential
equations in triangular form. We use the Caputo generalized fractional derivative in our …

Exponential stability of Hopfield neural networks with conformable fractional derivative -
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The aim of this paper is to construct and analyze a mathematical model for the response of T-
cytotoxic lymphocytes to the Ebola virus using the Herz-tuckwill model with nonlinear …

In this article, we study the impulsive consensus problem of linear multi‐agent systems
composed of α‐order conformable differential equations (α∈(0, 1]). Two cases of fixed and …

The main purpose of this paper is to study the concepts of stability (α-exponentially stable,
asymptotically stable, weakly stable, and uniformly stable) of linear infinite-dimensional …

This article concerns the global exponential quasi-synchronization issue of conformable
fractional-order complex dynamical networks (FCDNs) by periodically intermittent pinning …

The behavior of the analytical solutions of the fractional differential equation described by
the fractional order derivative operators is the main subject in many stability problems. In this …

In recent work, the operator method and other methods have been introduced to solve the
sequential linear conformable differential equations with constant coefficients. This paper …