This article studies modeling of a population growth by logistic equation when the
population carrying capacity K tends to infinity. Results are obtained using fractional …

This paper studied the existence and uniqueness of the solution of the fractional logistic
differential equation using Hadamard derivative and integral. Previous work has shown that …

This article is concerned with the prediction of population growth using the logistic growth
model in the case when the carrying capacity K for the population tends to infinity. A new …

A new Fractional Model for the Cancer Treatment by Radiotherapy Using the Hadamard
Fractional Derivative Page 1 1 | 1 0 RECEIVED: March 02, 2019 OMJ, 01 (01): 1–12, ISSN …

The concept of 'ψ-Caputo'fractional derivative is discussed in this article. This method is
based on the fractional derivative in Caputo sense of a function with respect to another …

* Correspondence: Email: msksjv@ gmail. com. Abstract: The results for a new modeling
integral boundary value problem using Caputo-Hadamard impulsive implicit fractional …

FDE's are considered to be a different model to integer differential equations. It has been
proved by applying importance in the modeling of various fields of physical sciences …

First, we introduce the concept of triple sequence space c 3 (▵) and we define a Hausdorff
measure of noncompactness (MNC) on this space. Furthermore, by using this MNC we study …

This article discuss the existence and uniqueness of solutions for a system of nonlinear
fractional differential equations involving Hadamardfractional derivative with nonlocal mixed …

This article focuses on modeling bone formation process using a fractional differential
approach, named bones remodeling process. The first goal of the work is to investigate …