We discuss linear openness results for multifunctions with closed graphs in metric spaces.
We discuss linear openness results for multifunctions with closed graphs in metric spaces. 1. Introduction. Let X and Y be metric spaces, let F : X → Y be a ...
Linear openness of multifunctions in metric spaces. Ursescu, Corneliu · International Journal of Mathematics and Mathematical Sciences (2005).
Feb 21, 2005 · Abstract: We discuss linear openness results for multifunctions with closed graphs in metric spaces.
We discuss linear openness results for multifunctions with closed graphs in metric spaces.
We discuss linear openness results for multifunctions with closed graphs in metric spaces. Copyright Hindawi Publishing Corporation. The ELibM mirror is ...
We discuss linear openness results for multifunctions with closed graphs in metric spaces.
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Such a property of multifunctions, called open- ness at a linear rate around (x, y), has been studied in Borwein and Zhuang. [5]. In that paper, the authors ...
To this end the multifunction linear openness is defined in linear topological spaces. The relationship with some metric notions is investigated and some metric ...
Real multifunctions on connected spaces are studied. In the class of connected and locally compact metrizable spaces structural characterizations are shown.