4 citations · 6 across the 5 of their papers we have counts for
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Injective cogenerators among operator bimodules
Bojan Magajna
Given C-algebras and acting cyclically on Hilbert spaces $\h$ and $\k$, respectively, we characterize completely isometric -bimodule maps from $\bkh$ into operator…
On tensor products of operator modules
Bojan Magajna
The injective tensor product of normal representable bimodules over von Neumann algebras is shown to be normal. The usual Banach module projective tensor product of central represe…
Duality and Operator Algebras II: Operator Algebras as Banach Algebras
David P. Blecher, Bojan Magajna
We answer, by counterexample, several open questions concerning algebras of operators on a Hilbert space. The answers add further weight to the thesis that, for many purposes, such…
Duality and operator algebras
David P. Blecher, Bojan Magajna
We investigate some subtle and interesting phenomena in the duality theory of operator spaces and operator algebras. In particular, we give several applications of operator space t…
Duality and Normal Parts of Operator Modules
B. Magajna
For an operator bimodule over von Neumann algebras $A\subseteq\bh$ and $B\subseteq\bk$, the space of all completely bounded -bimodule maps from into $\bkh$, is the bim…