The Flatness Property of Local-cubically Hyponormal Weighted Shifts
이미령
백승환
Hyinjin DO
Chunji Li
2019년
'
The Flatness Property of Local-cubically Hyponormal Weighted Shifts' 의 주제별 논문영향력
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주제별 논문영향력
' The Flatness Property of Local-cubically Hyponormal Weighted Shifts' 의 참고문헌
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Which weighted shifts are subnormalJ. Stampfli [1966]
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Some quadratically hyponormal weighted shiftsG. Exner [2008]
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Semi-cubically hyponormal weighted shifts with recursive typeC. Li [2013]
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Recursively generated weighted shifts and the subnormal completion problem, IIR. Curto [1994]
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Recursively generated weighted shifts and the subnormal completion problemR. Curto [1993]
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Quadratically hyponormal weighted shifts and their examplesI. B. Jung [2000]
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Quadratically hyponormal weighted shiftsR. Curto [1990]
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On semi-weakly n-hyponormal weighted shiftsY. Do [2012]
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On Semi-cubically Hyponormal Weighted Shifts with First Two Equal Weights정일봉 [2016]
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Mathematica, Version 8.0
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Joint hyponormality : A bridge between hyponormality and subnormalityR. Curto [1990]
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Cubically hyponormal weighted shifts and their examplesI. B. Jung [2000]
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A recursive relation for the determinant of a pentadiagonal matrixR. Sweet [1969]
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A propagation of quadratically hyponormal weighted shiftsY. B. Choi [2000]
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A note on cubically hyponormal weighted shiftsChunji Li [2014]