Given a complex Banach space X, we investigate the stable character of the property (VE) for a bounded linear operator T:X→X, under commuting perturbations that are Riesz, compact, algebraic and hereditarily polaroid. We also analyze sufficient conditions that allow the transfer of property (VE) from the tensorial factors T and S to its tensor product
Property (gR) holds for a bounded linear operator T defined on a complex Banach space X, the isolate...
Property (gR) holds for a bounded linear operator T defined on a complex Banach space X, the isolate...
An operator T∈ℬ(X) defined on a Banach space X satisfies property (gb) if the complement in the appr...
For bounded linear operators defined on complex infinite-dimensional Banach space, H. Zariouh, in an...
AbstractAn operator T acting on a Banach space X possesses property (gb) if σa(T)∖σSBF+−(T)=π(T), wh...
AbstractThe property (w) is a variant of Weyl's theorem, for a bounded operator T acting on a Banach...
A Banach space operator satisfies property (Bw) if the complement of its B-Weyl spectrum in its the ...
This note is a continuation of a previous article [P. Aiena, M.T. Biondi, Property (w) and perturbat...
This note is a continuation of a previous article [P. Aiena, M.T. Biondi, Property (w) and perturbat...
AbstractThis note is a continuation of a previous article [P. Aiena, M.T. Biondi, Property (w) and p...
AbstractA bounded linear operator T∈L(X) acting on a Banach space satisfies property (w), a variant ...
A bounded linear operator T∈L(X) acting on a Banach space satisfies property (w), a variant of Weyl’...
Property (R) holds for a bounded linear operator T defined on a complex Banach space X, if the isola...
Property (R) holds for a bounded linear operator T defined on a complex Banach space X, if the isola...
A bounded linear operator T 08L(X) acting on a Banach space satisfies property (w), a variant of Wey...
Property (gR) holds for a bounded linear operator T defined on a complex Banach space X, the isolate...
Property (gR) holds for a bounded linear operator T defined on a complex Banach space X, the isolate...
An operator T∈ℬ(X) defined on a Banach space X satisfies property (gb) if the complement in the appr...
For bounded linear operators defined on complex infinite-dimensional Banach space, H. Zariouh, in an...
AbstractAn operator T acting on a Banach space X possesses property (gb) if σa(T)∖σSBF+−(T)=π(T), wh...
AbstractThe property (w) is a variant of Weyl's theorem, for a bounded operator T acting on a Banach...
A Banach space operator satisfies property (Bw) if the complement of its B-Weyl spectrum in its the ...
This note is a continuation of a previous article [P. Aiena, M.T. Biondi, Property (w) and perturbat...
This note is a continuation of a previous article [P. Aiena, M.T. Biondi, Property (w) and perturbat...
AbstractThis note is a continuation of a previous article [P. Aiena, M.T. Biondi, Property (w) and p...
AbstractA bounded linear operator T∈L(X) acting on a Banach space satisfies property (w), a variant ...
A bounded linear operator T∈L(X) acting on a Banach space satisfies property (w), a variant of Weyl’...
Property (R) holds for a bounded linear operator T defined on a complex Banach space X, if the isola...
Property (R) holds for a bounded linear operator T defined on a complex Banach space X, if the isola...
A bounded linear operator T 08L(X) acting on a Banach space satisfies property (w), a variant of Wey...
Property (gR) holds for a bounded linear operator T defined on a complex Banach space X, the isolate...
Property (gR) holds for a bounded linear operator T defined on a complex Banach space X, the isolate...
An operator T∈ℬ(X) defined on a Banach space X satisfies property (gb) if the complement in the appr...
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