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THE LOCALIZED SINGLE-VALUED EXTENSION PROPERTY AND LOCAL SPECTRAL THEORY
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논문 기본 정보

Type
Academic journal
Author
YOO, JONG-KWANG (Department of Liberal Arts and Science Chodang University)
Journal
충청수학회 충청수학회지 충청수학회지 제28권 제3호 KCI Accredited Journals
Published
2015.1
Pages
419 - 429 (11page)

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THE LOCALIZED SINGLE-VALUED EXTENSION PROPERTY AND LOCAL SPECTRAL THEORY
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Abstract· Keywords

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In this paper, we study properties SVEP, Bishop's property (${\beta}$), property (${\delta}$), decomposability, property $({\beta})_{\epsilon}$, subscalarity, Kato spectrum, generalized Kato decomposition, finite ascent for bounded linear operators in Banach spaces.
#single-valued extension property #Bishop's property #${beta}$) #generalized Kato decomposition #Kato spectrum

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References (22)

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P. Aiena / 2004 / Fredholm and local spectral theory, with application to multipliers / Kluwer Acad google schola P. Aiena / 2000 / Operators which do not have the single valued ex-tension property / J. Math. Anal. Appl 250(2):435~448 google schola P. Aiena / 2011 / On the Dunford property (C) for bounded linear operators RS and SR / Integral Equations Operator Theory 70:561~568 google schola E. Albrecht / 1986 / Some topics in the theory of decomposable operators. In: Advances in invariant subspaces and other results of Operator Theory: Advances and Applications / BirkhÄauser Verlag, Basel 17:15~34 google schola C. Apostol / 1984 / The reduced minimum modulus / Michigan Math. J 32:279~294 google schola

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