Spectral Properties of a Multiplication
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Volker Hardt; Ekkehard WagenfΓΌhrer
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Article
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1996
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John Wiley and Sons
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English
β 960 KB
In this note we study the spectral properties of a multiplication operator in the space Lp(X)" which is given by an m by m matrix of measurable functions. Our particular interest is directed to the eigenvalues and the isolated spectral points which turn out to be eigenvalues. We apply these results