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Sven Raum: Operator algebras of locally compact groups acting on trees
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Classroom Contents
Von Neumann Algebras - Trimester Program Lectures
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- 1 Sven Raum: Operator algebras of locally compact groups acting on trees
- 2 Tobias J. Osborne: Towards effective conformal field theories for tensor network states
- 3 Sergey Neshveyev: Drinfeld center, tube algebra, and representation theory of monoidal categories
- 4 Yoann Dabrowski: Free entropy and a Laplace Principle for Hermitian Brownian Motion
- 5 Hari Bercovici: Conjectures related to the Connes embedding problem
- 6 Roberto Longo: KMS states in Conformal Field Theory
- 7 Shamindra Kumar Ghosh: Annular representations of C tensor categories
- 8 Marius Junge: Operator valued q gaussian algebras
- 9 Vaughan F. R. Jones: On the semicontinuous limit of quantum spin chains
- 10 Arnaud Brothier: Analytical properties for subfactors
- 11 Thomas Sinclair: Product rigidity for group von Neumann Algebras
- 12 David Penneys: Bicommutant categories from multifusion categories
- 13 Michael Hartglass: Graphs and standard invariants as compact quantum metric spaces
- 14 Marcel Bischoff: Generalized fixed points of conformal nets and quantum double subfactors
- 15 Makoto Yamashita: Subfactor and operator system theoretic aspects of categorical Poisson boundary
