On a theorem of D. Ryabogin and V. Yaskin about detecting symmetry

Authors

  • E. Makai
  • H. Martini
  • T. Odor

DOI:

https://doi.org/10.1285/i15900932v34n2p1

Keywords:

conical section function, convex body, detecting evenness, detecting symmetry, linear integro-differential transformation, Lipschitz functions, radial function, star body

Abstract

We give a simple deduction of a recent theorem of D. Ryabogin and V. Yaskin, about detecting symmetry of star bodies in Rn with C1 radial functions — via their conical section functions — from an older theorem of us.

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Published

15-02-2015

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Section

Articoli