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 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 …

ABSTRACT A model of one unilingual component and one bilingual component of a
population is studied using fractional derivatives with Mittag-Leffler kernel in Liouville …

The asset flow differential equation (AFDE) is the mathematical model that plays an
essential role for planning to predict the financial behavior in the market. In this paper, we …

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

A general view on mathematical models of language competition and bilingualism, in which
ordinary and fractional differential equations were used, is given. Equilibria and stability are …

This article is concerned with some exponential decay models by converting the ordinary
initial value problems to fractional value problems involving Caputo fractional derivative of …

The logistic growth concept investigated by many researchers has wide applications in
different fields. An exact solution to the logistic growth problem can always be obtained …