MATH Seminar

Title: Quasiisometric rigidity of some negatively curved solvable Lie groups
Seminar: Analysis and Differential Geometry
Speaker: Xiangdong Xie of Georgia Southern University
Contact: Vladimir Oliker, oliker@mathcs.emory.edu
Date: 2011-04-12 at 4:00PM
Venue: MSC W301
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Abstract:
We show that, for a class of negatively curved solvable Lie groups, every quasiisometry between them is an almost isometry, that is, it preserves the distance up to an additive constant. We prove this by studying the quasiconformal analysis on the ideal boundary.

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