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Alexander Olshanskii - Relative growth of subgroups in finitely generated groups
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Classroom Contents
Random Walks and Asymptotic Geometry of Groups
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- 1 Rostislav Grigorchuk - Invariant random subgroups of groups of the lamplighter type
- 2 Alex Lubotzky - Quantum error correcting codes...
- 3 Amos Nevo - On best possible rates of Diophantine approximation by lattice orbits.
- 4 Elon Lindenstrauss - Spectral gap, random walks on Euclidean isometry groups...
- 5 Elyahu Rips - Free Engel Groups and Similar Groups
- 6 Joel Friedman - Sheaves on Graphs, L^2 Betti Numbers, and Applications.
- 7 John s. Wilson - Metric ultraproducts of finite simple groups
- 8 Laurent Bartholdi - Imbeddings in groups of subexponential growth
- 9 Mark Sapir - The Tarski numbers of groups.
- 10 Martin Bridson - Profinite isomorphism problems.
- 11 Miklos Abert - Invariant random subgroups.
- 12 Mladen Bestvina - On the asymptotic dimension of a curve complex.
- 13 Nicolas Monod - Cutting and pasting: a group for Frankenstein
- 14 Nikolay Nikolov - Right angled cocompact lattices in higher rank simple Lie groups.
- 15 Thomas Delzant - Holomorphic families of Riemann surfaces from the pov of asymptotic group theory
- 16 Alexander Olshanskii - Relative growth of subgroups in finitely generated groups
- 17 Karen Vogtmann - Outer space for right-angled Artin groups
- 18 Leonid Potyagailo - Similar Relatively hyperbolic actions of a group
- 19 Yves Benoist - Random walk on p-adic flag varieties
- 20 Zlil Sela - Envelopes and equivalence relations in a free group
- 21 Gilbert Levitt - Vertex finiteness for relatively hyperbolic groups
