Mohamed A. Abdoon

According to our database, Mohamed A. Abdoon authored at least 8 papers between 2023 and 2025.

Collaborative distances:

• Dijkstra number of five.
• Erdős number of five.

2025

Efficient Numerical Techniques for Investigating Chaotic Behavior in the Fractional-Order Inverted Rössler System.

Mohamed Elbadri, Dalal M. AlMutairi, Dalal Khalid Almutairi, Abdelgabar Adam Hassan, Walid Hdidi, Mohamed A. Abdoon

Symmetry, 2025

Exploring Chaos in Fractional Order Systems: A Study of Constant and Variable-Order Dynamics.

Reem Allogmany, Nada A. Almuallem, Reima Daher Alsemiry, Mohamed A. Abdoon

Symmetry, 2025

2024

Comparative Analysis of Influenza Modeling Using Novel Fractional Operators with Real Data.

Mohamed A. Abdoon, Abdulrahman A. B. M. Alzahrani

Symmetry, September, 2024

A Comparative Study and Numerical Solutions for the Fractional Modified Lorenz-Stenflo System Using Two Methods.

Mohamed Elbadri, Mohamed A. Abdoon, Abdulrahman A. B. M. Alzahrani, Rania Saadeh, Mohammed Berir

Axioms, 2024

Novel Dynamic Behaviors in Fractional Chaotic Systems: Numerical Simulations with Caputo Derivatives.

Mohamed A. Abdoon, Diaa Eldin Elgezouli, Borhen Halouani, Amr M. AbdelAty, Ibrahim S. Elshazly, Praveen Ailawalia, Alaa H. El-Qadeem

Axioms, 2024

Analyzing Chaotic Jerk System with Hyperbolic Sine: a new algorithm for Engineering Applications.

Raed M. Khalil, Rania Saadeh, Mohamed A. Abdoon, Mohammed Berir, Ahmad Qazza, Ali Elrashidi

Proceedings of the 25th International Arab Conference on Information Technology, 2024

2023

A Comparative Numerical Study of the Symmetry Chaotic Jerk System with a Hyperbolic Sine Function via Two Different Methods.

Abdulrahman A. B. M. Alzahrani, Mohamed A. Abdoon, Mohamed Elbadri, Mohammed Berir, Diaa Eldin Elgezouli

Symmetry, November, 2023

A Symmetry Chaotic Model with Fractional Derivative Order via Two Different Methods.

Mohamed Elbadri, Mohamed A. Abdoon, Mohammed Berir, Dalal Khalid Almutairi

Symmetry, 2023