Explicit Constructions of Arithmetic Lattices in SL(n,R)
Publication Date
2009
Document Type
Article
Abstract
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.
Publication Title
International Journal of Mathematics and Computer Science
Volume
4
Issue
1
First Page
53
Last Page
64
Publisher Policy
no SHERPA/RoMEO policy available
Recommended Citation
Stemkoski, Lee and Tou, Erik, "Explicit Constructions of Arithmetic Lattices in SL(n,R)" (2009). SIAS Faculty Publications. 851.
https://digitalcommons.tacoma.uw.edu/ias_pub/851
