A note on the von Neumann algebra underlying some universal compact quantum groups
Kenny De Commer
Source: Banach J. Math. Anal. Volume 3, Number 2
(2009), 103-108.
Abstract
We show that for $F\in GL(2,\mathbb{C})$, the von Neumann algebra associated to the universal compact quantum group $A_u(F)$ is a free Araki-Woods factor.
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2012 © Tusi Mathematical Research Group
Banach Journal of Mathematical Analysis
