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closed subset.
(i) is a nonempty closed subset of.
Let be a nonempty closed subset of.
Let (Bsubset P) be a nonempty bounded closed subset.
Let be a nonempty closed subset of a Hilbert space.
Let be a nonempty closed subset of a normed space.
By Lemma 4.2, is a nonempty closed subset of.
Let be a nonempty convex and closed subset of.
For each and each nonempty and closed subset put (2.1).
Let be a convex closed subset of a Hilbert space.
then is a bounded, convex, and closed subset of.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com