ICM Satellite Conference on Operator Algebras and Applications

ICM Satellite Conference on Operator Algebras and Applications
August 11 (Monday), 2014

08:30 - 09:50, Room A

U. Haagerup: Approximation properties for groups and von Neumann algebras

N. Ozawa: Elementary amenable groups are quasidiagonal

10:10 - 11:30, Room A

W. Winter: Regularity of nuclear C*-algebras

A. Toms: Mean dimension and the structure of C*-algebras

LUNCH

13:30 - 14:45

Room A	Room B	Room C
S. Knudby: The weak Haagerup property	N. Erkursun: Operator nets on preduals of von Neumann algebras	M. Ptak: C-symmetric operators and its preanihilator
R. Okayasu: Haagerup approximation property and positive cones associated with a von Neumann algebra	M. Moslehian: Azuma inequality for noncommutative martingales	D.-O Kang: Normal Toeplitz operators and Hankel operators with operator-valued symbols
A. Skalski: Haagerup approximation property for arbitrary von Neumann algebras and locally compact quantum groups	G. Sadeghi: On the uniform Opial property	T. Yamamoto: Hyponormal singular integral operators with Cauchy kernel on L^2

15:10 - 16:30

G. Yu: Quantitative K-theory for operator algebras and its applications

S. Vaes: Classification of crossed product von Neumann algebras

16:50 - 17:30

V. Jones: Towards a continuum limit from planar algebras

Schedules: Aug 08 (Fri), Aug 09 (Sat), Aug 10 (Sun), Aug 11 (Mon)