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On the number and shape of asymptotic cones of semialgebraic groups

Tent, K (Bielefeld)
Tuesday 12 July 2005, 16:00-17:00

Seminar Room 1, Newton Institute


Asymptotic cones are a useful concept in order to study large scale geometric invariants of metric spaces. I will explain the construction of asymptotic cones and will indicate why the number of homeomorphism types of asymptotic cones of a Lie group depends on the continuum hypothesis.


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