Uri Bader

Uri Bader is a Professor of Mathematics at the Weizmann Institute of Science, affiliated with the Faculty of Mathematics and Computer Science. He conducts research in infinite group theory from a dynamical perspective, with strong connections to ergodic theory, representation theory, and differential geometry.

His research interests lie at the intersection of algebra and dynamics. He investigates structural and behavioral properties of infinite groups using tools from:

• Ergodic Theory and Dynamical Systems
• Lie Groups and Lie Algebras
• Unitary Representations and Harmonic Analysis
• Geometric and Measurable Group Theory
• Differential Geometry and Symmetric Spaces

The breadth of his work reflects deep interconnections between algebraic, geometric, and analytic methods in modern mathematics. Although specific publications are not listed here, his focus appears centered on foundational aspects of group actions and their invariant structures.

Uri Bader has made significant contributions to the theoretical understanding of group dynamics and related fields. While no awards are listed in the provided material, his position as a full professor at a prestigious institute underscores recognition within the mathematical community.

He advises graduate students in mathematics, though specific names are not provided. There is no mention of external research grants or funding sources in the available text.

He is associated with the research group focused on Linear Groups and Ergodic Theory, suggesting collaborative work in these specialized domains.