4 citations · 7 across the 4 of their papers we have counts for
5 papers
Polar decomposition for p-adic symmetric spaces
Yves Benoist, Hee Oh
Let G be the group of k-points of a connected reductive k-group and H a symmetric subgroup associated to an involution s of G. We prove a polar decomposition G=KAH for the symmetri…
Ergodic theoretic proof of equidistribution of Hecke points
Alex Eskin, Hee Oh
We use the theory of unipotent flows to prove, in a general setting, the equidistribution of Hecke points. We follow the approach of Burger-Sarnak, and use a theorem of Mozes-Shah.
Representations of integers by an invariant polynomial and unipotent flows
Alex Eskin, Hee Oh
We study a refined version of the Linnik problem on the asymptotic behavior of the number of representations of integer by an integral polynomial as tends to infinity. We a…
Orbits of discrete subgroups on a symmetric space and the Furstenberg boundary
Alexander Gorodnik, Hee Oh
Let X be a symmetric space of noncompact type and Γa lattice in the isometry group of X. We study the distribution of orbits of Γacting on the symmetric space X and its geometric b…
Uniform Exponential Growth for Linear Groups
Alex Eskin, Shahar Mozes, Hee Oh
We announce the folowing result: Any finitely generated non virtually solvable linear group over a field of characteristic zero has uniform exponential growth.