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Unique determination of convex polytopes by non-central sections
Authors:Vladyslav Yaskin
Institution:(3) Lehrstuhl Diskrete Math., Optim. und OR Inst. Math., Univ. Augsburg, Augsburg, Germany
Abstract:A question of Barker and Larman asks whether convex bodies that contain a sphere of radius t in their interiors are uniquely determined by the volumes of sections by hyperplanes tangent to the sphere. We affirmatively solve this problem for convex polytopes.
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