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An interval version of separation by semispaces in max–min convexity

By Viorel Nitica and Sergei˘ Sergeev


AbstractIn this paper, we study separation of a closed box from a max–min convex set by max–min semispaces. This can be regarded as an interval extension of the known separation results. We give a constructive proof of the separation in the case when the box satisfies a certain condition, and we show that the separation is never possible when the condition is not satisfied. We also study the separation of two max–min convex sets by a box and by a box and a semispace

Publisher: Elsevier Inc.
Year: 2011
DOI identifier: 10.1016/j.laa.2011.02.037
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