Stability of Order Preserving Transforms release_zmqgmdjw7nhapit6ybxipzyowi

by D.I. Florentin, A. Segal

Released as a article .

2015  

Abstract

The purpose of this paper is to show stability of order preserving/reversing transforms on the class of non-negative convex functions in R^n, and its subclass, the class of non-negative convex functions attaining 0 at the origin (these are called "geometric convex functions"). We show that transforms that satisfy conditions which are weaker than order preserving transforms, are essentially close to the order preserving transforms on the mentioned structures.
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Type  article
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Date   2015-10-13
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Language   en ?
arXiv  1510.03914v1
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