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| Analytic Extension of Functions from Analytic Hilbert Spaces |
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Citation： |
Kai WANG.Analytic Extension of Functions from Analytic Hilbert Spaces[J].Chinese Annals of Mathematics B,2007,28(3):321~326 |
| Page view： 1066
Net amount： 893 |
Authors： |
Kai WANG; |
Foundation： |
Project supported by the Specialized Research Fund for the Doctoral Program of Higher Education. |
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| Abstract： |
Let $M$ be an invariant subspace of $H^2_v.$ It is shown that for each $f\in M^\perp,$ $f$ can be analytically extended across $\partial {\mathbb{B}}_d \backslash \sigma(S_{z_1}, \cdots, S_{z_d}).$ |
Keywords： |
Analytic Hilbert space, Spectrum, Analytic extension |
Classification： |
47B35, 47B20 |
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