Operator algebras serve as a natural setting for the description of non-commutative phenomena in Analysis and provide a large part of mathematical formalism of Quantum Physics. In particular, the past decade has witnessed a burst of interactions between operator algebras, quantum information theory and quantum groups. The school will introduce the participants to the basic techniques of operator algebras and quantum groups and their fascinating links to quantum information theory through non-local games.
Please apply before April 30
Seminar house in Carpathian mountains
Babyn village, Ivano-Frankivsk Region, Ukraine
Adam Skalski, Institute of Mathematics of the Polish Academy of Sciences (IMPAN)
Lyudmyla Turowska, Chalmers University of Technology and University of Gothenburg, Sweden