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- W80661937 abstract "on Abstract. We introduce and study the notion of hereditarily A-indecomposable Banach space for A a space ideal. For a hereditarily A-indecomposable space X we show that the operators from X into a Banach space Y can be written as the union of two sets A'+(X;Y ) and A(X;Y ). For some ideals A defined in terms of incomparability, the first set is open, the second set correspond to a closed operator ideal and the union is disjoint. Subespacios descomponibles de espacios de Banach Resumen. Introducimos y estudiamos la noci´ on de hereditibilidad A-indescomponible espacio de Banach para un espacio ideal A. Demostramos que para un espacioA-indescomponible X los operadores de X en un espacio de Banach Y pueden ser escritos como la unide dos conjuntos A'+(X;Y ) y A(X;Y ). Para algunos ideales A definidos en tde incomparabilidad, el primer conjunto es abierto, el segundo conjunto corresponde a un operador cerrado ideal y la uni ´ on es disjunta." @default.
- W80661937 created "2016-06-24" @default.
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- W80661937 date "2004-04-01" @default.
- W80661937 modified "2023-10-18" @default.
- W80661937 title "Decomposable subspaces of Banach spaces" @default.
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- W80661937 doi "https://doi.org/10.5486/pmd.2004.2883" @default.
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