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This document discusses the strong approximation property of Banach spaces, which is strictly stronger than the approximation property but weaker than the bounded approximation property. It proves that the strong approximation property lies between the approximation properties of a space and its dual. It also shows the strong approximation property and approximation property are equivalent for spaces complemented in their biduals. Finally, it relates the strong approximation property to the weak bounded app

Author

LEOW CHIA WAY

Language

EN