Maxim Arnold

Maxim Arnold is an Associate Professor in the Department of Mathematical Sciences at the University of Texas at Dallas (UT Dallas). He holds affiliations with the School of Natural Sciences and Mathematics. His research focuses on Fluid Dynamics, Dynamical Systems, and Mathematical Physics, with recent work emphasizing geometric structures in polygonal dynamics and integrable systems.

Dr. Arnold's academic background includes a PhD in Mathematics from the International Institute of the Earthquakes Prediction Theory and Mathematical Geophysics (2006), following a Bachelor's degree from Moscow State University (2003). He has held visiting positions at institutions such as the Institute du Globe de Paris, Ecole Normale Supérieure (Paris), and the University of Illinois at Urbana-Champaign.

His research explores topics like projective evolutes of polygons, cross-ratio dynamics, and Milnor invariants of sorting networks. Recent publications highlight advancements in geometric analysis, integrable systems, and biomathematical modeling. Notable contributions include studies on finite Gauss transformations and TASEP modeling for gene regulation dynamics.

Dr. Arnold’s work intersects pure mathematics with applications in physics and biology, reflecting a deep engagement with both theoretical and applied research domains.