Let $A$ be a Banach space and let $T$ be a compact Hausdorff space. We denote by $C(T, A)$ the Banach space of all $A$-valued continuous functions defined on $T ...
We consider the following classical problem of interpolation theory: Let Ā = (A0,A1), B̄ = (B0,B1) be a Banach couples, let T : A0 → B0 be compact and T : A1 → B1 be bounded; when is T : Ā[θ] → B̄[θ] ...
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