Isometric copies of $l^\infty$ in Cesàro-Orlicz function spaces

preprint2017arXivOpen access

We characterize Cesàro-Orlicz function spaces $Ces_φ$ containing order isomorphically isometric copy of $l^\infty$ . We discuss also some useful applicable conditions sufficient for the existence of such a copy.

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Isometric copies of $l^\infty$ in Cesàro-Orlicz function spaces

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Isometric copies of l∞l^\inftyl∞ in Cesàro-Orlicz function spaces

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Isometric copies of $l^\infty$ in Cesàro-Orlicz function spaces