This manuscript focuses on the existence of a mild solution Hilfer fractional neutral integro-
differential inclusion with almost sectorial operator. By applying the facts related to fractional …

In this paper, we establish sucient conditions for the existence and uniquenessof solution for
a class of initial boundary value problems with Dirichlet condition in regard to a category of …

This work investigates the existence and uniqueness of solutions for a coupled system of
fractional differential equations with three‐point generalized fractional integral boundary …

In our paper, we mainly concentrate on the existence of Hilfer fractional neutral stochastic
Volterra integro-differential inclusions with almost sectorial operators. The facts related to …

A fractional model of the Hopfield neural network is considered in the case of the application
of the generalized proportional Caputo fractional derivative. The stability analysis of this …

This manuscript mainly focused on the nonlocal controllability of Hilfer fractional stochastic
differential equations via almost sectorial operators. The key ideas of the study are illustrated …

A scalar nonlinear integro-differential equation with time-variable and bounded delays and
generalized Caputo proportional fractional derivative is considered. The main goal of this …

In this paper, we formulate the new set of sufficient conditions for the controllability of Hilfer
fractional neutral differential systems with almost sectorial operator and infinite delay. Firstly …

The object of investigation in this paper is a scalar linear fractional differential equation with
generalized proportional derivative of Riemann–Liouville type (LFDEGD). The main goal is …

This work proposes a fractional-order derivative model that aims to effectively imitate the
dynamics of a three-strain influenza outbreak while taking into consideration the treatment …