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Publication:3728676
zbMath0596.47001MaRDI QIDQ3728676
Publication date: 1985
Title: zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Related Items (43)
Single-valued extension property and property \((\omega)\) ⋮ Polaroid operators with SVEP and perturbations of property \((gw)\) ⋮ On new strong versions of Browder type theorems ⋮ On the hereditary character of certain spectral properties and some applications ⋮ On the property \((Z_{E_{a}})\) ⋮ Variations on Weyl's theorem ⋮ Property \((w)\) and perturbations ⋮ On subclasses of Browder and Weyl operators ⋮ Generalized Weyl theorem and tensor product ⋮ Properties \((B)\) and \((gB)\) for bounded linear operators ⋮ Property (\(aw\)) and Weyl's theorem ⋮ New approach to property (ω) for functions of operators ⋮ Unnamed Item ⋮ Weyl's type theorems for linear relations satisfying the single valued extension property ⋮ The stability of property (gt) under perturbation and tensor product ⋮ Weyl type theorem for bounded linear operator and its functional calculus ⋮ Property \((R)\) under perturbations ⋮ Unnamed Item ⋮ Criteria for the property (UWE) and the a-Weyl theorem ⋮ Browder-type theorems and SVEP ⋮ Property \((\omega)\) and its perturbations ⋮ Stability of versions of the Weyl-type theorems under the tensor product ⋮ Properties \((t)\) and \((gt)\) for bounded linear operators ⋮ Property \((\omega)\) and its compact perturbations ⋮ Property \((R)\) for bounded linear operators ⋮ Property \((\omega)\) and the single-valued extension property ⋮ The stability of property \((g w)\) under compact perturbation ⋮ Property \((w)\) for perturbations of polaroid operators ⋮ Property \((w)\) and perturbations. II ⋮ Property \((\omega)\) and topological uniform descent ⋮ Property (gb) and perturbations ⋮ Property \((k)\) and commuting Riesz-type perturbations ⋮ Polaroid type operators under quasi-affinities ⋮ Rakočević's property for generalized derivations ⋮ New approach to a-Weyl's theorem and some preservation results ⋮ Property \((w)\) and perturbations. III ⋮ Property (b) and property (w) for operator matrices ⋮ Property \((UW_E)\) for operators and operator matrices ⋮ Properties (\textit{BR}) and (\textit{BgR}) for bounded linear operators ⋮ Property \((UW_\Pi )\) and perturbations ⋮ Property \((\omega _{1})\) and Weyl type theorem ⋮ Upper triangular operator matrices, SVEP, and property \((w)\) ⋮ Further characterizations of property (VΠ) and some applications
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