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math.RT1999★ 5 cited
Compact Clifford-Klein forms of homogeneous spaces of SO(2,n)
Hee Oh, Dave Witte
A homogeneous space G/H is said to have a compact Clifford-Klein form if there exists a discrete subgroup D of G that acts properly discontinuously on G/H, such that the quotient s…
math.RT1996
Superrigid subgroups of solvable Lie groups
Dave Witte
Let be a discrete subgroup of a simply connected, solvable Lie group~, such that $\Ad_GΓ$ has the same Zariski closure as $\Ad G$. If $α\colon Γ\to \GL_n(\real)$ is any fini…