Non-virtually Abelian Discontinuous Group Actions vs Proper SL(2,R)-Actions - Aleksy Tralle

Explore a 47-minute lecture on "Non-virtually Abelian Discontinuous Group Actions vs Proper SL(2,R)-Actions" delivered by Aleksy Tralle as part of the "Zariski Dense Subgroups, Number Theory and Geometric Applications" program at the International Centre for Theoretical Sciences. Delve into advanced topics in group theory, algebraic geometry, and their applications. Gain insights into recent developments in the theory of arithmetic and Zariski-dense subgroups, with a focus on their implications for differential geometry, combinatorics, and other mathematical fields. Examine the interplay between number theory techniques and group actions, and understand their relevance to long-standing problems in mathematics. Engage with cutting-edge research presented by experts in algebraic and Lie groups, exploring concepts such as rigidity, pseudo-Riemannian geometry, and expander graphs.