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Georges CHAMOUN

Enseignant Cadré - Maître de conférence - Ph.D

School of Engineering of Beirut (ESIB)
()

(+961) 1 421 000 ext georges.chamoun@usj.edu.lb

Greetings, dear readers. I am Dr. Georges, an Assistant Professor of Mathematics at USJ University. My journey through academia was fuelled by pursuing advanced studies, ultimately earning my Ph.D. in Applied mathematics from the Ecole Centrale de Nantes and the Lebanese University. As an Assistant Professor of Mathematics at USJ University, I have had the privilege of delving into the frontiers of mathematical inquiry. Yet, through it all, I remain steadfast in my commitment to unraveling the mysteries of the mathematical universe and inspiring future generations ,as an assistant Professor at the respectful university USJ, to do the same. 

• PDE and Numerical Analysis
• PDE and Numerical Analysis
• Pure Mathematics
• Pure Mathematics

Differential Calculus, Analysis 2, Analysis 1, Probability

Engineering and Technology, Sciences

Partial differential equations (PDE), numerical analysis, chemotaxis, global existence of weak solutions, asymptotic behavior.

-       G. Chamoun, Mathematical analysis of parabolic models with volume-filling effect in weighted networks. Journal of dynamics of differential equations, Vol. 35(3), p. 2115-2137, 2023.

-       G. Chamoun, M. Ibrahim, M. Saad, R. Talhouk, Asymptotic behavior of solutions of a nonlinear degenerate chemotaxis model. Discrete Syst. Ser. B, Vol 25(11) pp. 4163-4188, 2020.

-       G. Chamoun, M. Ibrahim, M. Saad, R. Talhouk, Numerical simulation of heterogeneous steady states for a reaction diffusion degenerate Keller Segel model. Progress in Industrial Mathematics at ECMI 2018, Springer, p. 411-417, 2019.

-       G. Chamoun, M. Saad et R. Talhouk, Numerical Analysis Of A Chemotaxis-Swimming Bacteria Model On A General Triangular Mesh. Applied Numerical Mathematics, Vol 127, p. 324-348, 2018.

-       G. Chamoun, M. Saad et R. Talhouk, Convergence analysis and numerical simulations of anisotropic Keller Segel fluid models. ECMI 2014: Progress in Industrial Mathematics, Springer, Vol 70, p. 503 512, 2017.

-       G. Chamoun, M. Saad et R. Talhouk, A coupled anisotropic chemotaxis-fluid model: The case of two-sidedly degenerate diffusion. Computers and Applied Mathematics With Applications, Vol 68, p. 1052-1070, 2015.

-       G. Chamoun, M. Saad et R. Talhouk, Monotone Combined Edge Finite Volume Finite Element Scheme for Anisotropic Keller-Segel Model. Numerical Methods for Partial Differential Equations, Vol. 30, p. 1030-1065, 2014

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