Date
Wed, 15 Feb 2017
16:00
Location
C1
Speaker
Alex Margolis
Organisation
University of Oxford

Asymptotic dimension is a large-scale analogue of Lebesgue covering dimension. I will give a gentle introduction to asymptotic dimension, prove some basic propeties and give some applications to group theory. I will then define coarse homology and explain how when defined, virtual cohomological dimension gives a lower bound on asymptotic dimension.

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