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 …

The main objective of the present article is to employ the ψ-Hilfer pseudo-fractional
derivative (HPFD) to examine the reachability criteria for fractional dynamical systems with …

The impulsive differential equations provide a natural description of observed evolutionary
processes, which are subject to short term perturbations acting instantaneously in the form of …

The existence of solutions to systems is a natural premise to carry our study about
controllability. Under the basic and readily verified conditions to guarantee the existence of …

This paper is concerned with the problem of controllability of semi-linear stochastic systems
with time varying multiple delays in control in finite dimensional spaces. Sufficient conditions …

In this paper we study the controllability of linear and nonlinear stochastic fractional systems
with bounded operator having distributed delay in control. The necessary and sufficient …

In this paper, we study the controllability results for nonlinear fractional order stochastic
dynamical systems with distributed delayed control and Poisson jumps in finite dimensional …

In this work, we study the controllability of stochastic impulsive systems with distributed
delays in control in finite dimensional spaces. Some sufficient criteria ensuring the relative …

This research focuses on the reachability criteria of fractional dynamical systems with delays
in control of order ϑ∈(0, 1) and type ϱ∈[0, 1] in the context of control theory. The study …

This paper is concerned with the global relative controllability of fractional stochastic
dynamical systems with multiple delays in control for finite dimensional spaces. Sufficient …