Norm-principal bimodules of nest algebras II |
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Authors: | Xingde Dai |
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Institution: | (1) Department of Mathematics, University of North Carolina at Charlotte, 28223 Charlotte, NC |
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Abstract: | Let be a nest in a separably acting factor
. We present conditions for a factor
to be a bimodule of the nest subalgebraalgß in
which is singly generated in the norm topology. Some relevant results about the compact ideal
, the quasitriangular algebra and the Calkin algebra are established.This work was supported, in part, by funds provided by the University of North Carolina at Charlotte. |
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Keywords: | Primary 47B99 |
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