CSP and Unipotent Generators for Higher Rank Nonuniform Arithmetic Groups

Explore a 53-minute lecture on "CSP and Unipotent Generators for Higher Rank Nonuniform Arithmetic Groups" delivered by T.N. Venkataramana at the International Centre for Theoretical Sciences. Delve into advanced topics in Zariski dense subgroups, number theory, and geometric applications as part of a comprehensive program featuring experts in algebraic and Lie groups, differential and algebraic geometry. Gain insights into recent developments in arithmetic and Zariski-dense subgroup theory, including applications to algebraic and differential geometry, combinatorics, and other areas. Examine techniques from algebraic and analytic number theory, and learn about new approaches to Bruhat-Tits theory, groups with good reduction, and eigenvalue rigidity in isospectral locally symmetric spaces.

CSP and Unipotent Generators for Higher Rank Nonuniform Arithmetic Groups by T.N. Venkataramana