ON the Openness of Functors of k-Nonexpanding and Weakly Additive Functionals
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We study the property of openness of the functors for k -nonexpanding and weakly additive functionals. In particular, it is shown that these functors preserve the openness of mappings between finite compact sets but they are not open.
KeywordsOpen Mapping Compact Convex Additive Functional Compact Hausdorff Space Compact Convex Subset
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