| Monday, March 24 |
| 9:00-9:50 | Narutaka Ozawa |
On a class of II1 factors with at most one Cartan subalgebra, II
|
| 10:30-11:20 | Jesse Peterson | von Neumann subalgebras closed under (Gamma)-extensions |
| 11:30-12:20 | Adrian Ioana | On the subequivalence relations induced by a Bernoulli action |
| 15:00-15:30 | Jason Asher | A Kuroshi type theorem for type III factors |
| 16:00-16:50 | Zhenghan Wan | Topological phases of matter: classification and application |
| 17:00-17:50 | Eric Rowell | Topological quantum computers: when universality fails |
| Tuesday, March 25 |
| 9:00-9:50 | Roman Sauer | l1-orbit equivalence
rigidity for hyperbolic lattices |
| 10:00-10:30 | Mikael Pichot | The Wise group |
| 11:00-11:50 | Cyril Houdayer | Another construction of II1
factors with prescribed countable fundamental group |
| 14:30-15:20 | Dietmar Bisch | The planar algebra of
group-type subfactors |
| 16:00-16:30 | Roman Sasyk | On the (non)classification of factors |
| 16:35-17:25 | Pinhas Grossman | Pairs of intermediate subfactors |
| Wednesday, March 26 |
| 9:00-9:50 | Uffe Haagerup | Solution to the Effros-Ruan conjecture
for bilinear forms on C*-algebras |
| 10:30-11:20 | Ken Dykema | Connes's embedding problem and
Horn's inequalities |
| 11:30-12:20 | Stefaan Vaes | Actions of the free group F∞
whose orbit equivalence relations and II1 factors have
prescribed fundamental groups |
| Thursday, March 27 |
| 9:00-9:50 | Roberto Longo | SUSY in the conformal world |
| 10:30-11:20 | Feng Xu | An application of mirror extension |
| 11:30-12:00 | Richard Burstein | Subfactors obtained from Hadamard
matrices |
| 14:30-15:20 | Yasuyuki Kawahigashi | Super moonshine and
operator algebras |
| 16:00-16:30 | V. S. Sunder | Non-crossing partition
≌ 2-calbled Temperley-Lieb |
| 16:40-17:30 | Marta Asaeda | Non-existence of finite
depth subfactors with certain small indices |
| Friday, March 28 |
| 9:00-9:30 | George Elliott | Pointed
von Neumann algebras |
| 9:40-10:30 | Narutaka Ozawa | Cocycle superrigidity
and profinite actions |