In this article, the inverse problem for identifying the space-dependent source of time
fractional diffusion equation on a spherically symmetric domain with Caputo–Fabrizio …

In this paper, we consider discrete Caputo delta fractional economic cobweb models. To be
more specific, we first discuss some properties of discrete Mittag–Leffler functions …

Voigt and Maxwell models are popularly used to model viscoelastic materials' property. They
are often presented in form of fractional relaxation equations. In order to describe rich …

The existence of solutions for a class of μ-Caputo fractional differential equations and an
inclusion problem equipped with nonlocal μ-integral boundary conditions are investigated …

This paper focuses on the existence and uniqueness of solutions for ϑ-fractional stochastic
integral equations (ϑ-FSIEs) using the Banach fixed point theorem (BFPT). We explore the …

This paper deals with the existence and uniqueness of solution for a new class of Ψ-Caputo
fractional differential Langevin equation. The suggested study is based on some basic …

This article establishes sufficient conditions for the existence and uniqueness of positive
solutions to the discrete fractional relaxation equation using some well-known fixed-point …

On the existence of mild solutions for totally nonlinear Caputo-Hadamard fractional di erential
equations Page 1 Results in Nonlinear Analysis 5 (2022) No. 2, 161 168. https://doi.org/10.53006/rna.1023029 …

The momentous objective of this work is to discuss some qualitative properties of solutions
such as the estimate on the solutions, the continuous dependence of the solutions on initial …

The existence of solutions for some new boundary value problems involving the \(q\)-derivative
operator in quasi-\(b\)-metric and \(b\)-metric-like spaces | Letters in Nonlinear Analysis and its …