The approximation property of order p in locally convex spaces.
J. A. López Molina (1986)
Collectanea Mathematica
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Displaying similar documents to “Duals of spaces of compact operators”
The approximation property of order p in locally convex spaces.
The approximation property of order (p,q) in Banach spaces.
J. C. Díaz, J. A. López Molina, M. J. Rivera (1990)
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The aim of the present article is to introduce and investigate topological properties by operator. We obtain good stability properties for the density condition and the strong dual density condition by taking injective tensor products. Further we analyze the connection to (DF)-properties by operator.
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σ-fragmented Banach spaces II
J. Jayne, I. Namioka, C. Rogers (1994)
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Recent papers have investigated the properties of σ-fragmented Banach spaces and have sought to find which Banach spaces are σ-fragmented and which are not. Banach spaces that have a norming M-basis are shown to be σ-fragmented using weakly closed sets. Zizler has shown that Banach spaces satisfying certain conditions have locally uniformly convex norms. Banach spaces that satisfy similar, but weaker conditions are shown to be σ-fragmented. An example, due to R. Pol, is given of a Banach...
p-trivial Banach spaces
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