A note on unbounded hyponormal composition operators in \(L^2\)-spaces
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Publication:1936457
DOI10.1155/2012/902853zbMath1390.47003OpenAlexW2003160915WikidataQ58908768 ScholiaQ58908768MaRDI QIDQ1936457
Publication date: 5 February 2013
Published in: Journal of Function Spaces and Applications (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1155/2012/902853
Related Items (6)
Quasinormal extensions of subnormal operator-weighted composition operators in \(\ell^{2}\)-spaces ⋮ A subnormal weighted shift on a directed tree whose \(n\)th power has trivial domain ⋮ Unbounded quasinormal operators revisited ⋮ Subnormality of unbounded composition operators over one-circuit directed graphs: exotic examples ⋮ On unbounded composition operators in \(L^2\)-spaces ⋮ Unbounded subnormal composition operators in \(L^2\)-spaces
Cites Work
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- Block matrix operators and weak hyponormalities
- Normal extensions of subnormal composition operators
- On unbounded hyponormal operators. II
- On unbounded hyponormal operators
- On unbounded composition operators in \(L^2\)-spaces
- Composition operators with weak hyponormality
- Hyponormal Composition Operators
- Spectral Theory for Operators on a Banach Space
- GAPS OF OPERATORS, II
- Joint subnormality of n-tuples and C0-semigroups of composition operators on L2-spaces, II
- Characterizations of invertible, unitary, and normal composition operators
- Normal and Quasinormal Composition Operators
- On unbounded hyponormal operators III
- Hyperexpansive composition operators
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