![](https://d3ilqtpdwi981i.cloudfront.net/UVAgizzw2K5Yhd8J-vCiTnI4tOM=/0x0:415x538/425x550/smart/https://bepress-attached-resources.s3.amazonaws.com/uploads/0b/b2/f0/0bb2f072-be9d-48a5-922b-1ab3891ab48c/logo.bmp)
Article
Explicit Constructions of Arithmetic Lattices in SL(n,R)
International Journal of Mathematics and Computer Science
Publication Date
1-1-2009
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.
Publisher Policy
no SHERPA/RoMEO policy available
Citation Information
Lee Stemkoski and Erik Tou. "Explicit Constructions of Arithmetic Lattices in SL(n,R)" International Journal of Mathematics and Computer Science Vol. 4 Iss. 1 (2009) p. 53 - 64 Available at: http://works.bepress.com/erik-tou/1/