š Education
Ph.D. in Mathematics (2014), Ecole Centrale de Nantes & Lebanese University, focused on mathematical and numerical studies in chemotaxis-fluid models for biology. Ā Master II in Research (2011), Lebanese University, specializing in PDEs and numerical analysis, with a thesis on mathematical modeling of vesicles in free fall, completed in collaboration with Joseph Fourier University, Grenoble. Master I in Pure Mathematics (2010), Lebanese University.Ā Bachelorās degree in Pure Mathematics (2009), Lebanese University, Faculty of Sciences, Fanar.Ā Ā Lebanese Baccalaureate in General Sciences (2006), CollĆØge des PĆØres Antonins, Baabda.
š Experience
Full-time assistant professor at USJ, Lebanon (2021 ā present), teaching hyperbolic systems, calculus, and MATLAB. Ā MATLAB Trainer at American University of the Emirates (2019-2021). Ā Part-time teacher at USEK, Sagesse University, NDU, and Lebanese University, delivering courses in calculus, numerical analysis, and more (2014-2021). Research team member at Lebanese Universityās EDST, contributing to studies in mathematical applications in biology (2014-2021). š«š· Part-time teacher at Ecole Centrale de Nantes, France, in analysis and engineering courses (2011-2012).
š Awards and Honors
Ph.D. completed in co-direction between prestigious institutions: Ecole Centrale de Nantes and Lebanese University. Ā Participated in an academic exchange at the University of Joseph Fourier, Grenoble, France, for research on mathematical modeling in physics. Membership in notable mathematics research teams in France and Lebanon, contributing to advancements in numerical analysis and fluid dynamics. Ā Supervised under the guidance of renowned professors Mazen Saad and Raafat Talhouk during Ph.D. research, recognized for academic excellence. Ā Recognition for extensive teaching experience across leading universities in Lebanon, including USJ, USEK, and NDU.
š¬ Research Focus
Georges Chamounās research centers on mathematical and numerical analysis, particularly applied to biological systems. His Ph.D. thesis focused on chemotaxis-fluid models, exploring mathematical applications in biology for better understanding fluid dynamics in biological environments.Ā Expertise in partial differential equations (PDEs), numerical methods, variational problems, and mathematical modeling of biological processes such as vesicle movement. Special interest in the mathematical modeling of complex systems, contributing to interdisciplinary research in applied mathematics and biology. Ongoing work involves exploring numerical analysis techniques for resolving hyperbolic systems and contributing to innovations in biological and engineering mathematics.
Georges Chamoun is a highly accomplished researcher with strong academic credentials, teaching experience, and research contributions, particularly in the application of mathematics to biological systems. His expertise in numerical analysis, PDEs, and fluid dynamics makes him a valuable asset to both the mathematical and biological research communities. While increasing his publication impact and real-world applications could further enhance his profile, Chamoun is a strong candidate for the Best Researcher Award, thanks to his interdisciplinary research, academic dedication, and collaborative work.