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Denis Osin: Acylindrically hyperbolic groups (part 1)
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Classroom Contents
Follow-up Workshop to TP Rigidity
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- 1 Denis Osin: Acylindrically hyperbolic groups (part 1)
- 2 Wolfgang Lück: Introduction to the Farrell Jones Conjecture (part 1)
- 3 Nigel Higson: Real reductive groups, K-theory and the Oka principle
- 4 Guoliang Yu: Dimension, complexity and K theory
- 5 Martin Bridson: Fixed point theorems and rigidity
- 6 Mladen Bestvina: Hyperbolicity in mapping class groups and OutF
- 7 Nigel Higson: Parabolic induction
- 8 Romain Tessera: Finite decomposition complexity and the bounded Borel conjecture
- 9 Denis Osin: Acylindrically hyperbolic groups (part 2)
- 10 Wolfgang Lück: Introduction to the Farrell Jones Conjecture (part 2)
- 11 Denis Osin: Acylindrically hyperbolic groups (part 3)
- 12 Erik Pedersen Bounded K and L theory
- 13 Christian Wegner: The Farrell Jones Conjecture for solvable groups
