Mostow-Margulis rigidity with locally compact targets
By A. Furman. 2001
51 citations recorded by the source corpus.
Subfields: Geometry and Topology, Mathematical Physics
View Paper: https://www.semanticscholar.org/paper/3b51b5ff64302ab38bc2f728a738b48f310b1c07
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Geometry and Topology
- K. Whyte
- Michah Sageev
- Lee Mosher
- Y. Kida
- Jason A. Behrstock
- Mark F. Hagen
- Denis V. Osin
- Alessandro Sisto
In Mathematical Physics
- K. Whyte
- Michah Sageev
- Lee Mosher
- Y. Kida
- Jason A. Behrstock
- Denis V. Osin
- Mark F. Hagen
- Alessandro Sisto
Citations in the corpus
- Measure equivalence rigidity of the mapping class group (2006, background): “In [13], Furman gave another application of the map Ψ mentioned above.”
- Quasi-actions on trees I. Bounded valence (2000, result): “Theorem 9 complements a recent result of Alex Furman [ Fur01 ] concerning an irreducible lattice G in a semisimple Lie group Γ. Furman’s result shows, except when G ∈� � Fn�� is noncocompact in SL(2, R), that any locally compact group G in which G has a discrete, cocompact, virtually faithful repres”