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Log-Concavity Properties of Minkowski Valuations
[article]
2014
arXiv
pre-print
New Orlicz Brunn-Minkowski inequalities are established for rigid motion compatible Minkowski valuations of arbitrary degree. These extend classical log-concavity properties of intrinsic volumes and generalize seminal results of Lutwak and others. Two different approaches which refine previously employed techniques are explored. It is shown that both lead to the same class of Minkowski valuations for which these inequalities hold. An appendix by Semyon Alesker contains the proof of a new
arXiv:1411.7891v1
fatcat:7c66mtcxmjayrk6s2qe3n37m2q