In this paper, the stability of conformable fractional-order nonlinear systems depending on a
parameter is presented and described. Furthermore, The design of a feedback controller for …

In the present paper, a quasiuniform stability result for fractional order neural networks with
mixed delay is developed, based on the generalized Gronwall inequality and the Caputo …

Finite‐Time Stability of Linear Caputo‐Katugampola Fractional‐Order Time Delay Systems -
Ben Makhlouf - 2020 - Asian Journal of Control - Wiley Online Library Skip to Article Content …

Finite time stability (FTS) of fractional‐order time delayed systems (FOTDSs) has been
studied by many researchers based on the Lyapunov functions and Gronwall inequalities. In …

In this paper, stability analysis which ensures the convergence of a part of the solutions
towards a ball of a class of fractional‐order nonlinear systems is described. Using the …

Practical observers have been widely used in the literature for the purpose of estimating
states for integer-order disturbed and/or uncertain systems. However, much less research …

Fractional systems have been widely utilized in various fields, such as mathematics, physics
and finance, providing a versatile framework for precise measurements and calculations …

In this paper, we explore the existence and uniqueness theorem for a problem of the
fractional Cauchy form, with dependence on the generalized proportional Caputo derivative …

This research addresses the problem of globally stabilizing a distinct category of fractional-
order power systems (F-OP) by employing an observer-based methodology. To address the …

In this paper, we present a practical Mittag–Leffler stability for a new class of fractional-order
nonlinear Takagi–Sugeno fuzzy uncertain systems. Based on fractional-order Lyapunov …