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WEYL'S THEOREM FOR OPERATOR MATRICES AND THE SINGLE VALUED EXTENSION PROPERTY
Published online by Cambridge University Press: 06 December 2006
Abstract
If bounded linear operators $A$ and $B$ are each reguloid, and have the single valued extension property, then Weyl's theorem holds for all holomorphic functions of all operator matrices $M_{C}=\scriptsize\scriptsize(\begin{array}{@{}cc@{}}A&C\\0&B\end{array})$.
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- 2006 Glasgow Mathematical Journal Trust