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Polaroid 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 (Bv) and Tensor Product
ArticleAbstract: In this article, a-Browder’s classical theorem is considered through the property (Formula presentedPalabras claves:property (Bv), SVEP, tensor productAutores:Elvis Aponte, ELVIS COROMOTO APONTE VALLADARES, Jayanthi N., Vasanthakumar P.Fuentes:googlescopusProperty (R) under perturbations
OtherAbstract: Property (R) holds for a bounded linear operator , defined on a complex infinite dimensional BanachPalabras claves:Autores:ELVIS COROMOTO APONTE VALLADARESFuentes:googleTensor Product of Operators Satisfying Zariouh’s Property (gaz), and Stability under Perturbations
ArticleAbstract: For bounded linear operators defined on complex infinite-dimensional Banach space, H. Zariouh, in anPalabras claves:Commuting perturbations, property (gaz), tensor productAutores:Domingo Quiroz, Elvis Aponte, ELVIS COROMOTO APONTE VALLADARES, Jayanthi N., Vasanthakumar P.Fuentes:googlescopus