Date
Wed, 16 May 2018
Time
16:00 - 17:00
Location
C5
Speaker
Sam Shepherd
Organisation
University of Oxford

Thompson's group F is a group of homeomorphisms of the unit interval which exhibits a strange mix of properties; on the one hand it has some self-similarity type properties one might expect of a really big group, but on the other hand it is finitely presented. I will give a proof of finite generation by expressing elements as pairs of binary trees.

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