ar X iv : 0 70 9 . 07 57 v 1 [ m at h . O A ] 5 S ep 2 00 7 MORITA EQUIVALENCE OF DUAL OPERATOR ALGEBRAS

Abstract

We consider a variant of the notion of Morita equivalence appropriate to weak* closed algebras of Hilbert space operators, which we call weak Morita equivalence. Namely: suppose that A and B are strongly Morita equivalent operator algebras in the sense of the first author, Muhly, and Paulsen, with associated equivalence bimodules X and Y. Then we say that… (More)

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Cite this paper

@inproceedings{BlecherarXI, title={ar X iv : 0 70 9 . 07 57 v 1 [ m at h . O A ] 5 S ep 2 00 7 MORITA EQUIVALENCE OF DUAL OPERATOR ALGEBRAS}, author={David P. Blecher and Upasana Kashyap} }