[Papers] [Alex Furman]

Adelic arithmeticity for lattices in products

In this paper we prove that, under mild assumptions, a lattice in a product of semi-simple Lie group and a totally disconnected locally compact group is, in a certain sense, arithmetic. We do not assume the lattice to be finitely generated or the ambient group to be compactly generated.


Authors: U. Bader, A. Furman, R. Sauer
Bibliographical: Math. Z., 293 (3-4) (2019), 1181 - 1199.
Download: pdfPublished | arXiv:1705.08158



Corrections and comments



[Papers] [Alex Furman]