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Invariants for Sublinearly biLipschitz Equivalence

Invariants for Sublinearly biLipschitz Equivalence
Date:

21.02.2019

Place:

2.058 (20.30)

Speaker:

Gabriel Pallier

Time:

15:45

Abstract: Sublinearly biLipschitz equivalence is a relation weaker than quasiisometry which has been introduced by Yves Cornulier in his study of asymptotic cones of Lie groups. In this talk, I will focus on hyperbolic groups and describe invariants allowing to distinguish certain Heintze groups up to sublinearly biLipschitz equivalence.