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논문 기본 정보
- 자료유형
- 학술저널
- 저자정보
- 발행연도
- 2019.1
- 수록면
- 315 - 324 (10page)
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초록· 키워드
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In this note we introduce a local-cubically hyponormal weighted shift of order with 0, 2 ; which is a new notion between cubic hyponormality and quadratic hyponormality of operators. We discuss the property of atness for local-cubically hyponormal weighted shifts.
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참고문헌 (15)
참고문헌 신청
정일봉 / 2016 / On Semi-cubically Hyponormal Weighted Shifts with First Two Equal Weights / Kyungpook Mathematical Journal 56(3):899~910
Y. B. Choi / 2000 / A propagation of quadratically hyponormal weighted shifts / Bull. Korean Math. Soc 37:347~352
R. Curto / 1990 / Joint hyponormality : A bridge between hyponormality and subnormality / Proc. Sympos. pure Math 51:69~91
R. Curto / 1990 / Quadratically hyponormal weighted shifts / Integral Equations Operator Theory 13:49~66
R. Curto / 1993 / Recursively generated weighted shifts and the subnormal completion problem / Integral Equations Operator Theory 17:202~246
Y. B. Choi / 2000 / A propagation of quadratically hyponormal weighted shifts / Bull. Korean Math. Soc 37:347~352
R. Curto / 1990 / Joint hyponormality : A bridge between hyponormality and subnormality / Proc. Sympos. pure Math 51:69~91
R. Curto / 1990 / Quadratically hyponormal weighted shifts / Integral Equations Operator Theory 13:49~66
R. Curto / 1993 / Recursively generated weighted shifts and the subnormal completion problem / Integral Equations Operator Theory 17:202~246
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On Semi-cubically Hyponormal Weighted Shifts with First Two Equal Weights
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Weak and quadratic hyponormality of 2-variable weighted shifts and their examples
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A REMARK ON WEAKLY HYPONORMAL WEIGHTED SHIFTS
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Semi-cubically hyponormal weighted shifts with Stampfli's subnormal completion
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NEW RESULTS ON k-HYPONORMALITY OF BACKWARD EXTENSIONS OF SUBNORMAL WEIGHTED SHIFTS
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Subnormality of $S_{2}(a,b,c,d)$ and its Berger measure
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Analytic extensions of $M$-hyponormal operators
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THE MODULUS MULTIPLICATION TRANSFORM OF BOUNDED LINEAR OPERATORS
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Weakly subnormal weighted shifts need not be 2-hyponormal
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THE TRANSFORMS OF PYTHAGOREAN AND QUADRATIC MEANS OF WEIGHTED SHIFTS
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On $2$--hyponormal Toeplitz operators with finite rank self--commutators
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On weighted and pseudo-weighted spectra of bounded operators
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Weak normal properties of partial isometries
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A sufficient condition for hyponormal Toeplitz operators on the Bergman space
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Reducing subspaces of weighted shifts with operator weights
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Weighted composition operators from the Kim class and the Smirnov class to weighted Bloch type spaces
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$k^{th}$-order essentially slant weighted Toeplitz operators
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On the closed range composition and weighted composition operators
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