2014 - T1 - WS1 - Asymptotic properties of groups

Collection 2014 - T1 - WS1 - Asymptotic properties of groups

Organizer(s) Breuillard, Emmanuel ; Chatterji, Indira ; Erschler, Anna

Date(s) 24/03/2014 - 28/03/2014

linked URL https://web.archive.org/web/20220123001204/https://sites.google.com/site/geowalks2014/home/workshop

00:00:00 / 00:00:00

13 21

Cutting and pasting: a group for Frankenstein

By Nicolas Monod

I will describe elementary and concrete examples of non-amenable groups without free subgroups.

Information about the video

Date of publication 14/04/2014
Institution IHP
Licence CC BY-NC-ND
Format MP4

Domain(s)

Group Theory

MSC codes

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All the collection videos

41:54

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On best possible rates of Diophantine approximation by lattice orbits.

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Spectral gap, random walks on Euclidean isometry groups, and self-similar measures.

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Free Engel Groups and Similar Groups

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Sheaves on Graphs, L^2 Betti Numbers, and Applications.

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Metric ultraproducts of finite simple groups

By John Wilson

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Imbeddings in groups of subexponential growth

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The Tarski numbers of groups.

By Mark Sapir

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Profinite isomorphism problems.

By Martin Bridson

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Invariant random subgroups.

By Miklos Abert

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On the asymptotic dimension of a curve complex.

By Mladen Bestvina

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Cutting and pasting: a group for Frankenstein

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Holomorphic families of Riemann surfaces from the point of view of asymptotic group theory

By Thomas Delzant

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Relative growth of subgroups in finitely generated groups

By Alexander Olshanskii

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Similar Relatively hyperbolic actions of a group

By Leonid Potyagailo

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Random walk on p-adic flag varieties

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Envelopes and equivalence relations in a free group

By Zlil Sela

48:30

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Vertex finiteness for relatively hyperbolic groups

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