A note on spaces of holomorphic vector valued functions with the strict topology

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Joaquín Motos
Jose L. Hueso
In this note we prove that if $\Omega$ is a simply connected open set in the complex plane and $E$ is a krein space with separable strong dual then the space of all bounded holomorphic functions of $\Omega$ into $E$, endowed with the strict topology is a Rosenthal space.

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Motos, Joaquín; y Hueso, Jose L. «A note on spaces of holomorphic vector valued functions with the strict topology». Collectanea Mathematica, vol.VOL 36, n.º 3, pp. 279-84, https://raco.cat/index.php/CollectaneaMathematica/article/view/57081.