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Integral Equations and Operator Theory(1)
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Weyl type theorems for left and right polaroid operators
ArticleAbstract: A bounded operator defined on a Banach space is said to be polaroid if every isolated point of the sPalabras claves:Left and right Drazin invertibility, Localized SVEP, Property (w), Semi B-Brower operators, Weyl's theoremAutores:Aiena P., Balzan E., Elvis Aponte, ELVIS COROMOTO APONTE VALLADARESFuentes:googlescopusPolaroid type operators under perturbations
ArticleAbstract: A bounded operator T defined on a Banach space is said to be polaroid if every isolated point of thePalabras claves:Localized SVEP, Polaroid type operators, Weyl type theoremsAutores:Aiena P., Elvis Aponte, ELVIS COROMOTO APONTE VALLADARESFuentes:googlescopusProperty (R) under Perturbations
ArticleAbstract: Property (R) holds for a bounded linear operator T ∈ L(X), defined on a complex infinite dimensionalPalabras claves:Property (R), Weyl type theoremsAutores:Aiena P., Elvis Aponte, Guillén J.R., Peña P.Fuentes:scopusThe zariouh’s property (Gaz) through localized SVEP
ArticleAbstract: In this paper we study the property (gaz) for a bounded linear operator T ϵ L(X) on a Banach space XPalabras claves:Autores:Aiena P., Elvis Aponte, Guillén J.R.Fuentes:scopus