Counting lattices in simple Lie groups: The positive characteristic case

Alireza Salehi Golsefidy
2012 Duke mathematical journal  
In this article, we prove a conjecture by A. Lubotzky by showing that the number of lattices in G with covolume at most x, up to Aut(G), has the same rate of growth as the rate of subgroup growth of a lattice in G. Along the way, we also study the rate of growth of the number of maximal lattices in G
doi:10.1215/00127094-1507421 fatcat:yzblc56v4jbp3ep6tuj3f6zu6e