On isomorphically polyhedral mathcal L_infty-spaces
classification
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inftyisomorphicallylindenstraussmathcalpolyhedralspacescannotexist
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We show that there exist $\mathcal L_\infty$-subspaces of separable isomorphically polyhedral Lindenstrauss spaces that cannot be renormed to be a Lindenstrauss space.
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