About their own sets of superlinear mappings

Authors

  • Т.Kh. Makazhanova
  • А.А. Mukanov

Keywords:

SUPERLINEAR MAP, CONVEX CONE, MINKOWSKI DUALITY

Abstract

In this paper we obtain a theorem of existence of its own sets the superlinear point - to - set mappings defined on cones orderly normed spaces. Sufficient conditionsare the continuity of the mapping on the set of convex weak compacta of the cone and the limitations on the track unit ball of the space.

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Published

2016-06-30

Issue

Section

MATHEMATICS