Fractional-order COVID-19 pandemic outbreak: Modeling and stability analysis
Today, the entire world is witnessing an enormous upsurge in coronavirus pandemic
(COVID-19 pandemic). Confronting such acute infectious disease, which has taken multiple …
(COVID-19 pandemic). Confronting such acute infectious disease, which has taken multiple …
Fractional numerical dynamics for the logistic population growth model under Conformable Caputo: a case study with real observations
Abstract Models of population dynamics are substantially non-Markovian in nature and
exhibit behavior for memory effects. This research study investigates the logistic growth …
exhibit behavior for memory effects. This research study investigates the logistic growth …
[HTML][HTML] Analysis of some generalized ABC–Fractional logistic models
T Abdeljawad, MA Hajji, QM Al-Mdallal… - Alexandria Engineering …, 2020 - Elsevier
In this article, some logistic models in the settings of Caputo fractional operators with multi-
parametered Mittag-Leffler kernels (ABC) are studied. This study mainly focuses on modified …
parametered Mittag-Leffler kernels (ABC) are studied. This study mainly focuses on modified …
A non-singular fractional-order logistic growth model with multi-scaling effects to analyze and forecast population growth in Bangladesh
This paper is primarily concerned with data analysis employing the nonlinear least squares
curve fitting method and the mathematical prediction of future population growth in …
curve fitting method and the mathematical prediction of future population growth in …
[PDF][PDF] Existence results by Mönch's fixed point theorem for a tripled system of sequential fractional differential equations
In this paper, we study the existence of the solutions for a tripled system of Caputo
sequential fractional differential equations. The main results are established with the aid of …
sequential fractional differential equations. The main results are established with the aid of …
Psi‐Caputo Logistic Population Growth Model
M Awadalla, YY Yameni Noupoue… - Journal of …, 2021 - Wiley Online Library
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 …
population carrying capacity K tends to infinity. Results are obtained using fractional …
Solution to the fractional logistic equation by modified Eulerian numbers
LN Kaharuddin, C Phang, SS Jamaian - The European Physical Journal …, 2020 - Springer
In this paper, we propose a solution to the fractional logistic equation using Q-modified
Eulerian numbers. These modified Eulerian numbers are obtained by modifying the Eulerian …
Eulerian numbers. These modified Eulerian numbers are obtained by modifying the Eulerian …
[PDF][PDF] Modeling COVID-19 pandemic outbreak using fractional-order systems
Recently, many nonlinear systems have been proposed to introduce the population
dynamics of COVID-19. In this paper, we extend different physical conditions of the growth …
dynamics of COVID-19. In this paper, we extend different physical conditions of the growth …
Existence of a system of fractional order differential equations via generalized contraction mapping in partially ordered Banach space
HK Nashine et al. introduced χ-set contraction condition in partially ordered Banach space
(Nashine in Adv Differ Equ 2020: 1–13, 2020). Motivated by the work of HK Nashine et al …
(Nashine in Adv Differ Equ 2020: 1–13, 2020). Motivated by the work of HK Nashine et al …
[PDF][PDF] Population growth modeling via Rayleigh-Caputo fractional derivative
M Awadalla, YYY Noupoue… - Journal of Statistics …, 2021 - naturalspublishing.com
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 …
model in the case when the carrying capacity K for the population tends to infinity. A new …