45 reputation
5
bio website math.osu.edu/people/buenger.8/…
location The Ohio State University
age 26
visits member for 1 year, 10 months
seen Jan 19 at 19:51
I am a graduate student studying homogeneous dynamics.

Mar
17
comment Nilpotent subgroups of uniform finite index
Do you recall where in Raghunathan's book these results are? I find that book particularly hard to navigate through.
Mar
17
accepted Nilpotent subgroups of uniform finite index
Mar
16
asked Nilpotent subgroups of uniform finite index
Feb
22
comment Decomposing maximal compact subgroups of SO(n,1)
@Misha. Thank you. Indeed, $\mathfrak h$ is not a Lie Algebra. For my purpose it is enough to consider the group generated by $exp(\mathfrak h)$. In this case, what can I say about the cosets of $K/HM$?
Feb
22
awarded  Editor
Feb
22
revised Decomposing maximal compact subgroups of SO(n,1)
deleted 1 characters in body; deleted 47 characters in body
Feb
22
asked Decomposing maximal compact subgroups of SO(n,1)
Feb
13
accepted Maximal nilpotent subgroups of SO(n,1)
Feb
12
awarded  Supporter
Feb
11
awarded  Autobiographer
Feb
10
comment Maximal nilpotent subgroups of SO(n,1)
@Yves I do mean maximal connected nilpotent. Thank you.
Feb
9
asked Maximal nilpotent subgroups of SO(n,1)
Jan
31
comment Extending a discrete sub group to a lattice in unimodular Lie groups
A quick follow up. When you re-embed $\Gamma$ into another Lie group, does the original group $G$ also embed into that group?
Jan
31
awarded  Scholar
Jan
31
accepted Extending a discrete sub group to a lattice in unimodular Lie groups
Jan
31
awarded  Student
Jan
31
asked Extending a discrete sub group to a lattice in unimodular Lie groups