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Representation of Banach Ideal Spaces and Factorization of Operators
Abstract Representation theorems are proved for Banach ideal spaces with the Fatou property which are built by the CalderĆ³nāLozanovskiÄ construction. Factorization theorems for operators in spaces more general than the Lebesgue L p spaces are investigated. It is natural to extend the Gagliardo theorem on the Schur test and the ā¦