About
Alexander Leibman is a Professor at The Ohio State University, specializing in Ergodic Theory and Dynamical Systems with a focus on nilpotent group actions and nilmanifold dynamics. He earned his PhD from the Israel Institute of Technology (Technion) in 1995.
His research interests include ergodic averages, polynomial sequences in groups, nilsequences, and applications to combinatorial number theory. Notable contributions involve multiple recurrence theorems, equidistribution theorems, and the study of generalized polynomials' distribution.
Leibman has published extensively in top journals like Annals of Mathematics, Inventiones Mathematicae, and Ergodic Theory and Dynamical Systems. His work bridges ergodic theory with algebraic structures, often involving nilpotent groups and their actions on manifolds.
No scientific awards are explicitly listed. He has advised no students in the provided data. His research often collaborates with Vladimir Bergelson and others, addressing topics like joint ergodicity and combinatorial configurations.
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