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On a class of operators related to paranormal operators
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Abstract
An operator T ∈ L(H) is aid to be p-paranormal if| T|pU|T|px| x| ≥ | T|px|2for al x ∈ H and p > 0, where T = U|T|is the polar decomposition ofT. It is easy that every 1-paranormal operator is paranormal,and everyp-paranormal operator is paranormal for 0 < p < 1. In this note, wediscus ome properties for p-paranormal operators.
참고문헌 (13)
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- "Proc. Amer.Math. Soc.l23", 8
- "On the polar decomposition of an operator" (1983)
- "Invitation to linear operators", pp.201~, Ltd.
- "Graduate Texts in Mathematics", analysis(w) (1989)
- "Lecture Note in Math. 247", hypo(rmal operators and related topics) (1972)
- "Integral Equations Operator Theory 34", 3
- "Integral Equations OperatorTheory 48", 1
- "Spectral Theory of hyponormal operators" (1983)
- "A subclases of paranormal including clas oflog-hyponormal and several related clases", pp.4155~
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