Derivations in algebras of operator-valued functions. (arXiv:0811.0902v1 [math.OA])
Authors: A.F. Ber , B. de Pagter , F.A. Sukochev
In this paper we study derivations in subalgebras of $L_{0}^{wo}(\nu ;%
\mathcal{L}(X)) $, the algebra of all weak operator measurable funtions $f:S\to
\mathcal{L}(X) $, where $% \mathcal{L}(X) $ is the Banach algebra of all
bounded linear operators on a Banach space $X$. It is shown, in particular,
that all derivations on $L_{0}^{wo}(\nu ;\mathcal... read more
