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Let be a multivalued map.
Let (F: Xto{ mathcal {P}}(Y)) be a multivalued map.
Let T : X → Λ be a multivalued map.
For each, let be a multivalued map with nonempty values.
Let be a metric space and be a multivalued map.
Let be a multivalued map, be a single valued function.
Let be a multivalued map with nonempty values.
Let T : M ⊂ E → K(E) be a multivalued map.
Let be a multivalued map with nonempty compact values.
In Theorem 3.1, let be a multivalued map, and further assume that.
In Theorem 3.5, let be a multivalued map with nonempty values.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com