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首页> 外文期刊>Set-Valued and Variational Analysis >A Characterization of Cone-Convexity for Set-Valued Functions by Cone-Quasiconvexity
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A Characterization of Cone-Convexity for Set-Valued Functions by Cone-Quasiconvexity

机译:集值函数的锥凸性的锥拟凸性刻画

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摘要

A classical result by Crouzeix (1977) states that a real-valued function is convex if and only if any function obtained from it by adding a linear functional is quasiconvex. The principal aim of this paper is to present a similar characterization for certain cone-convex set-valued functions by means of cone-quasiconvex and affine set-valued functions.
机译:Crouzeix(1977)的经典结果指出,当且仅当通过添加线性函数从中获得的任何函数是拟凸的时,实值函数才是凸的。本文的主要目的是通过锥拟凸和仿射集值函数来对某些锥集值函数进行类似的表征。

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