Research Bio

Amir Mohammadi is a mathematician whose research lies at the interface of homogeneous dynamics, ergodic theory, and number theory. He studies flows on homogeneous spaces, measure rigidity, and their connections to Diophantine approximation and arithmetic geometry. By developing and applying advanced methods from dynamics, representation theory, and harmonic analysis, Mohammadi addresses problems related to orbit closures, equidistribution, and counting lattice points. His work often bridges abstract theory with concrete applications in number theory, contributing to a deeper understanding of the structure of arithmetic groups and spaces.

Mohammadi is Professor of Mathematics at UC Berkeley. His contributions have earned international recognition, including a Sloan Research Fellowship, the 2024 Brin Prize in Dynamical Systems, and an invitation to speak at the 2022 International Congress of Mathematicians.

Research Expertise and Interest

dynamical systems and ergodic theory, Lie groups