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This paper describes when a partial isometry satisfies several weak normal properties. Topics treated include quasi-normality, subnormality, hyponormality, $p$-hyponormality ($p>0)$, $w$-hyponormality, paranormality, normaloidity, spectraloidity, the von Neumann property and Weyl's theorem.
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참고문헌 (16)
참고문헌 신청
S. Chavan / 2017 / Weyl's theorem for pairs of commuting hyponormal operators / Proc. Amer. Math. Soc 145(8):3369~3375
L. A. Coburn / 1966 / Weyl's theorem for nonnormal operators / Michigan Math. J 13:285~288
J. B. Conway / 1990 / A Course in Functional Analysis / Springer-Verlag
J. B. Conway / 1991 / The Theory of Subnormal Operators / American Mathematical Society
RAÚL E. CURTO / 2003 / WEYL'S THEOREM, $a$-WEYL'S THEOREM, AND LOCAL SPECTRAL THEORY / Journal of the London Mathematical Society 67(02):499~509
L. A. Coburn / 1966 / Weyl's theorem for nonnormal operators / Michigan Math. J 13:285~288
J. B. Conway / 1990 / A Course in Functional Analysis / Springer-Verlag
J. B. Conway / 1991 / The Theory of Subnormal Operators / American Mathematical Society
RAÚL E. CURTO / 2003 / WEYL'S THEOREM, $a$-WEYL'S THEOREM, AND LOCAL SPECTRAL THEORY / Journal of the London Mathematical Society 67(02):499~509
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