Abstract
For Banach spaces X and Y , FC,δ(X, Y ) is a large and meaningful extension of the family L(X, Y ) of linear operators. For classical Banach sequence spaces l∞(X) and l p (Y ) (p ≥ 1) we find a characterization of the l∞(X) − l p (Y ) transformation of matrices of mappings in FC,δ(X, Y ).
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