The idea behind this study is to investigate the controllability of dynamical systems in terms
of the ψ-Caputo fractional derivative. The Grammian matrix is used to get at necessary and …

In this paper, we prove some existence and uniqueness results for a class of boundary
valued problems for implicit nonlinear k-generalized ψ-Hilfer fractional differential equations …

The current paper is about the investigation of a new integral transform introduced recently
by Jafari. Specifically, we explore the applicability of this integral transform on Atangana …

The primary objective of this research is to investigate the controllability and Hyers–Ulam
stability of fractional dynamical systems represented by ψ-Caputo fractional derivative with …

This research investigates the controllability of linear and non‐linear fractional dynamical
systems with distributed delays in control using the ψ ψ‐Caputo fractional derivative. For …

This study investigates the controllability problems for linear and nonlinear fractional control
systems with multiple control delays in the context of the ψ ψ‐Caputo fractional derivative …

In this article, we establish certain sufficient conditions to show the existence of solutions of a
fractional differential equation with the Φ-Riemann-Liouville and Φ-Caputo fractional …

The main objective of this research manuscript is to establish various existence and
uniqueness results as well as the Ulam--Hyers stability of solutions to a Coupled system of ψ …

The main goal of this study is to use the ψ-Caputo fractional derivative of order ϑ∈(0, 1) to
construct the criteria for controllability in non-instantaneous impulsive dynamical systems. To …

This paper deals with the the existence of solution sets and its topological structure for a
fractional differential equation with ψ-Riemann-Liouville fractional derivative on (0,∞) in a …