On Equi-Weyl Almost Periodic Selections of Multivalued Maps

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We prove that equi-Weyl almost periodic multivalued maps $R \ni t \to F(t)\in cl U$ have equi-Weyl almost periodic selections, where $cl U$ is the collection of non-empty closed sets of a complete metric space $U$.
23 pages, LaTeX2e; some results and references added

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