Bilal Al Taki
Ph.D. in Applied Mathematics from the University of Grenoble-Alpes and the Lebanese University. My research focuses on partial differential equations (PDEs) and their applications to fluid dynamics, including degenerate and non-Newtonian models, low-Mach regimes, and numerical methods for Navier–Stokes systems. I have published in leading journals such as Journal of Differential Equations and Nonlinearity.
Currently, I am an Adjunct Lecturer at ESILV and EMLV (Pôle Léonard de Vinci, Paris), teaching applied mathematics and engineering courses. In parallel, I contribute to research-driven innovation as a Lead Research Scientist at Capgemini Engineering, where I define research directions on energy-efficient cooling systems and hydrodynamic stability for floating data centers—a project recognized as a finalist in the Grand Prix de l’Ingénierie.
My goal is to bridge theoretical advances in PDEs with computational modeling and sustainable technologies, fostering collaborations that connect academia and industry.
My curriculum vitae (Academic CV, Industry CV).
Research Interests
PDE analysis and numerics • Fluid dynamics (Newtonian & non-Newtonian) • Hydrodynamic stability • Optimization and control of thermofluid systems • Environmental modeling • Applied mathematics for sustainable technologies.