A note on operators from Kothe function spaces to $c_0(\Gamma)$

I. V. Krasikova, M. M. Popov

Abstract


It is well known that every operator from $E = L_p$, $1 \leq p <\infty$ to $c_0$ is narrow. We show that this result can be extended to a more general class of Kothe function spaces $E$.

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