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- W2042256211 abstract "Abstract If the second dual of a Banach space E is smooth at each point of a certain norm dense subset, then its first dual admits a long sequence of norm one projections, and these projections have ranges which are suitable for a transfinite induction argument. This leads to the construction of an equivalent locally uniformly rotund norm and a Markuschevich basis for E *." @default.
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- W2042256211 title "A renorming theorem for dual spaces" @default.
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- W2042256211 doi "https://doi.org/10.1017/s1446788700027026" @default.
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