An Alexandrov type theorem for k-convex functions
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Chaudhuri, Nirmalendu
Trudinger, Neil
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Australian Mathematics Publishing Association
Abstract
In this note we show that k-convex functions on ℝn are twice differentiable almost everywhere for every positive integer k > n/2. This generalises Alexsandrov's classical theorem for convex functions.
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Bulletin of the Australian Mathematical Society
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Restricted until
2037-12-31