Unconditionally converging and compact operators on \(c_ 0\)
The author showed that if \(Y\) is a Banach space, then \(c_ 0\) embeds in \(Y\) if and only if for every infinite dimensional Banach space \(X\), there exists a noncompact operator \(T:X\to Y\). The author obtained the result by studying the noncompact bounded linear operators \(T: c_ 0\to X\).
scientific article; zbMATH DE number 97415