We discuss the controllability for a damped fractional differential system with impulses and
state delay, which involves Caputo fractional derivatives. Deriving the condition based on …

In this paper, we applied the Rothe's fixed point theorem to study the controllability of non-
autonomous nonlinear differential system with non-instantaneous impulses in the space R …

A non-autonomous evolution semi-linear differential system under non-instantaneous
impulses, delays, and perturbed by non-local conditions is studied. Its piece-wise …

In this paper, we prove that the controllability of time varying linear system is preserved if we
add impulses, delay and nonlocal conditions on it. In order to do that, we assume some …

In this paper, we prove the controllability of time-varying semilinear systems with impulses,
delay, and nonlocal Conditions, where some ideas are taking from previous works for this …

This paper studies the controllability of complex-valued impulsive systems with time-varying
delays in control input. The impulsive systems considered here have a complex-valued state …

In this paper, we suggest a proof method for the exact controllability of semilinear systems.
Previously, it was applied in the context of the approximate controllability. In comparison to …

In our manuscript, we extend the controllability outcomes given by Bashirov (Math. Methods
Appl. Sci. 44 (9): 7455–7462, 2021) for a family of second-order semilinear control system …

In the paper semilinear, finite-dimensional, control systems with multiple time variable point
delays in admissible controls are considered. Using Rothe's fixed-point theorem, sufficient …

In this work we study the controllability of a control system governed by a non-autonomous
semilinear neutral equations with impulses and non-local conditions. The idea is to see …