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Let M be a finite von Neumann algebra acting on the standard Hilbert space L²(M). We look at the space of those bounded operators on L²(M) that are compact as operators from M into L²(M). The case where M is the free group factor is particularly interesting.
Narutaka Ozawa. "A comment on free group factors." Banach Center Publications 89.1 (2010): 241-245. <http://eudml.org/doc/281883>.
@article{NarutakaOzawa2010, abstract = {Let M be a finite von Neumann algebra acting on the standard Hilbert space L²(M). We look at the space of those bounded operators on L²(M) that are compact as operators from M into L²(M). The case where M is the free group factor is particularly interesting.}, author = {Narutaka Ozawa}, journal = {Banach Center Publications}, keywords = {von Neumann algebras; free group factors}, language = {eng}, number = {1}, pages = {241-245}, title = {A comment on free group factors}, url = {http://eudml.org/doc/281883}, volume = {89}, year = {2010}, }
TY - JOUR AU - Narutaka Ozawa TI - A comment on free group factors JO - Banach Center Publications PY - 2010 VL - 89 IS - 1 SP - 241 EP - 245 AB - Let M be a finite von Neumann algebra acting on the standard Hilbert space L²(M). We look at the space of those bounded operators on L²(M) that are compact as operators from M into L²(M). The case where M is the free group factor is particularly interesting. LA - eng KW - von Neumann algebras; free group factors UR - http://eudml.org/doc/281883 ER -