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- W4244135328 abstract "A measure of the âmassivenessâ of the unit ball of a Banach space is introduced in terms of an efficiency of the tightest packing of balls of equal size in the unit ball. This measure is computed for the ${l_p}$-spaces, and spaces with distinct measures are shown to be not nearly isometric. A new convexity condition, which is compared to $B$-convexity, uniform smoothness, and uniform convexity, is introduced in terms of this measure, and is shown to be a criterion of reflexivity. The property dual to this convexity condition is also exposed and examined." @default.
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- W4244135328 title "Packing and Reflexivity in Banach Spaces" @default.
- W4244135328 doi "https://doi.org/10.2307/1995538" @default.
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