Finite subgroups of arithmetic lattices in U(2,1)
D. B. McReynolds
math.GRarXiv:math/0603743
Abstract
The principle result of this article is the determination of the possible finite subgroups of arithmetic lattices in U(2,1).
Create a lesson
Related papers
Kleisli convolution representations of power monoids
Haicun Wen, Jian He, Yu-Zhe Liu
The Hurwitz Action in the Affine Symmetric Group
Patrick Wegener
Classification of Group Extensions
Claude Archer
A Determination of B-groups of Order p4
Christopher Herbig
A note on normal generation and the first 2-betti number
Sam P. Fisher, Yash Lodha
Asymptotic enumeration of minimally transitive permutation groups
Binzhou Xia, Shasha Zheng