An approximation property with respect to an operator ideal
Studia Mathematica
Doi 10.4064/sm214-1-4
Volumen 214
páginas 67 - 75
2013-04-16
Citas: 9
Given an operator ideal A, we say that a Banach space X has the approximation property with respect to A if T belongs to {fS o T: S ? F(X)}?c for every Banach space Y and every T ? A(Y,X), ?c being the topology of uniform convergence on compact sets. We present several characterizations of this type of approximation property. It is shown that some of the existing approximation properties in the literature may be included in this setting. © Instytut Matematyczny PAN, 2013.
Approximation property, Banach ideal
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