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Necessary subspace concentration conditions for the even dual Minkowski problem
Published 30 Mar 2017 in math.MG and math.FA | (1703.10528v1)
Abstract: We prove tight subspace concentration inequalities for the dual curvature measures $\widetilde{\mathrm{C}}_q(K,\cdot)$ of an $n$-dimensional origin-symmetric convex body for $q\geq n+1$. This supplements former results obtained in the range $q\leq n$.
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