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W2119854543 abstract "In 1983 Harmand and Lima [5] proved that if X is a Banach space for which K(X), the space of compact linear operators on X, is an M-ideal in L(X), the space of bounded linear operators on X, then it has the metric compact approximation property. A strong converse of the above result holds if X is a closed subspace of either $elll_p(1" @default.
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W2119854543 date "1994-01-01" @default.
W2119854543 modified "2023-09-23" @default.
W2119854543 title "The metric approximation property and intersection properties of balls" @default.
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