Coarse differentiation of quasi-isometries II: Rigidity for Sol and Lamplighter groups

By A. Eskin, D. Fisher, K. Whyte. 2007

73 citations recorded by the source corpus.

In this paper, which is the continuation of [EFW2], we complete the proof of the quasi-isometric rigidity of Sol and the lamplighter groups. The results were announced in [EFW1].

Subfields: Applied Mathematics, Geometry and Topology, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/0dc33b7aedd8ca8e9d0272e6076a98fb9e68b9b5

How researchers see this paper

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In Applied Mathematics

1. Russell Lyons
2. Yuval Peres
3. Manjunath Krishnapur
4. Mikko Parviainen
5. Pablo Shmerkin
6. Mathew D. Penrose
7. Terence Tao
8. De-Jun Feng

In Geometry and Topology

1. Yuval Peres
2. Russell Lyons
3. Pablo Shmerkin
4. Manjunath Krishnapur
5. Michael Hochman
6. Assaf Naor
7. De-Jun Feng
8. Jérémie Brieussel

In Mathematical Physics

1. Russell Lyons
2. Yuval Peres
3. Alexei Borodin
4. Pablo Shmerkin
5. Charles Bordenave
6. Pietro Caputo
7. Michael Hochman
8. Asaf Nachmias

Citations in the corpus

• Probability on Trees and Networks (2017, background): “For additional analysis, see Pyke (2003) and Ethier and Lee (2009). For other aspects of turning fair games into unfair ones, see Durrett, Kesten, and Lawler (1991).”