A comment on free group factors
Volume 89 / 2010
Banach Center Publications 89 (2010), 241-245
MSC: Primary 46L10; Secondary 46L07.
DOI: 10.4064/bc89-0-16
Abstract
Let $M$ be a finite von Neumann algebra acting on the standard Hilbert space $L^2(M)$. We look at the space of those bounded operators on $L^2(M)$ that are compact as operators from $M$ into $L^2(M)$. The case where $M$ is the free group factor is particularly interesting.
