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 …
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 …
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
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 …
adaptive predictor–corrector algorithm (Apc-ABM-method) and the fractional Laplace …
A symmetry chaotic model with fractional derivative order via two different methods
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 …
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
This paper comprehensively studies effective numerical methods for solving the simplest
chaotic circuit model. We introduce a novel scheme for the Atangana–Baleanu Caputo …
chaotic circuit model. We introduce a novel scheme for the Atangana–Baleanu Caputo …
Numerical analysis of fractional-order dynamic dengue disease epidemic in sudan
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 …
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
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 …
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
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 …
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 …
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
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 …
influenza spread. In addition, the seasonal evolution of influenza epidemics is predicted …