Explicit Constructions of Arithmetic Lattices in SL(n,R)
Lee Stemkoski, Erik R. Tou · University of Washington Tacoma Digital Commons (University of Washington Tacoma) · 2009
In this paper we construct examples of arithmetic lattices ΓinSLn(R) in an explicit manner that has not previously appeared in the literature. We give number-theoretic criteria for compactness of the quotient space Γ\SLn(R) and describe some particularly nice properties of Γ for the case n= 3.