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K. Whyte

2 papers

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papers

Publications (2)

math.GT2003

The large scale geometry of some metabelian groups

J. Taback, K. Whyte

We study the large scale geometry of the upper triangular subgroup of PSL(2,Z[1/n]), which arises naturally in a geometric context. We prove a quasi-isometry classification theorem…

math.DS2004

Non-ergodic actions, cocycles and superrigidity

D. Fisher, D. Morris, K. Whyte

This paper proves various results concerning non-ergodic actions of locally compact groups and particularly Borel cocycles defined over such actions. The general philosophy is to r…

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