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Mahir Hadzic's research field is mathematical analysis, focusing on nonlinear partial differential equations with an emphasis on mathematical problems associated with Euler equations, kinetic theory, and general relativity. His goal is to explore and rigorously describe possible dynamic scenarios arising from these equations. Central to his work is the study of nonlinear stability phenomena, particularly concerning questions about singularity formation and global stability of steady states. Due to the nonlinear character of the equations, these general questions can be very challenging and require the development of new techniques, often intersecting with various areas of mathematics such as geometry, dynamical systems, and mathematical physics.
King's College London • United Kingdom
Taught mathematics and conducted research in various mathematical disciplines.