A fractional mathematical model of heartwater transmission dynamics considering nymph and adult amblyomma ticks

JKK Asamoah - Chaos, Solitons & Fractals, 2023 - Elsevier
Heartwater is a tick-borne illness that affects ruminants and is carried by the amblyomma
ticks. The condition may sometimes be deadly. This paper studies the Caputo fractional …

Low-voltage ride-through capability in a DFIG using FO-PID and RCO techniques under symmetrical and asymmetrical faults

K Sabzevari, N Khosravi, MB Abdelghany… - Scientific Reports, 2023 - nature.com
The power grid faults study is crucial for maintaining grid reliability and stability.
Understanding these faults enables rapid detection, prevention, and mitigation, ensuring …

A numerical solution and comparative study of the symmetric rossler attractor with the generalized caputo fractional derivative via two different methods

M Elbadri, MA Abdoon, M Berir, DK Almutairi - Mathematics, 2023 - mdpi.com
This study focuses on the solution of the rotationally symmetric Rossler attractor by using the
adaptive predictor–corrector algorithm (Apc-ABM-method) and the fractional Laplace …

A symmetry chaotic model with fractional derivative order via two different methods

M Elbadri, MA Abdoon, M Berir, DK Almutairi - Symmetry, 2023 - mdpi.com
In this article, we have investigated solutions to a symmetry chaotic system with fractional
derivative order using two different methods—the numerical scheme for the ABC fractional …

Effective methods for numerical analysis of the simplest chaotic circuit model with atangana–baleanu caputo fractional derivative

ABM Alzahrani, R Saadeh, MA Abdoon… - Journal of Engineering …, 2024 - Springer
This paper comprehensively studies effective numerical methods for solving the simplest
chaotic circuit model. We introduce a novel scheme for the Atangana–Baleanu Caputo …

Numerical analysis of fractional-order dynamic dengue disease epidemic in sudan

FEL Guma, OM Badawy, M Berir… - Journal of the Nigerian …, 2023 - journal.nsps.org.ng
The main idea of this work is numerical simulation and stability analysis for the fractional-
order dynamics of the dengue disease outbreak in Sudan. This research uses a computer …

A comparative numerical study of the symmetry chaotic jerk system with a hyperbolic sine function via two different methods

ABM Alzahrani, MA Abdoon, M Elbadri, M Berir… - Symmetry, 2023 - mdpi.com
This study aims to find a solution to the symmetry chaotic jerk system by using a new ABC-
FD scheme and the NILM method. The findings of the supplied methods have been …

[PDF][PDF] A review of fractional-order models for plant epidemiology

KS Nisar, M Farman, M Abdel-Aty… - Prog Fraction Differ …, 2024 - naturalspublishing.com
In the modern day, fractional operators are being utilized more and more to express
problems and study the spread of epidemics, reflecting the growing interest in mathematical …

[HTML][HTML] Comparative analysis of influenza modeling using novel fractional operators with real data

MA Abdoon, ABM Alzahrani - Symmetry, 2024 - mdpi.com
In this work, the efficacy of fractional models under Atangana–Baleanu–Caputo, Caputo–
Fabrizio, and Caputo is compared to the performance of integer-order models in the …

[PDF][PDF] Numerical simulation of an influenza epidemic: Prediction with fractional SEIR and the ARIMA model

SM Alzahrani, R Saadeh, MA Abdoon, A Qazza… - Appl …, 2024 - naturalspublishing.com
This article offers a condensed analysis of a fractional SEIR model used to track and forecast
influenza spread. In addition, the seasonal evolution of influenza epidemics is predicted …