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SUMMARY:Short loxodromics in graph products - Alice Kerr\, Bristol
DTSTART:20250314T134500Z
DTEND:20250314T144500Z
UID:TALK224425@talks.cam.ac.uk
CONTACT:Macarena Arenas
DESCRIPTION:Let G be a finitely generated group\, with finite generating s
 et S. Suppose G contains elements with some property that we’re interest
 ed in.  Can we find elements with this property uniformly quickly in G? Th
 at is\, does S^n contain an element with this property for a bounded n?\n\
 nWe will discuss this question for graph products\, where the elements we 
 are looking for are ones with nice hyperbolic properties\, such as loxodro
 mic and Morse elements. We will also talk about consequences for the growt
 h of these groups. This is joint work with Elia Fioravanti.\n
LOCATION:MR13
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