Modified Shephard's problem on projections of convex bodies

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Yaskin, V.
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Abstract
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We disprove a conjecture of A. Koldobsky asking whether it is enough to compare $(n-2)$-derivatives of the projection functions of two symmetric convex bodies in the Shephard problem in order to get a positive answer in all dimensions.
Comment: 15 pages
Keywords
Mathematics - Metric Geometry, 52A20, 52A38, 42B10
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