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Let (GammasubsetpartialOmega) be a nonempty and open subset of ∂Ω.
Let Y be a nonempty and closed subset of the Banach space X.
Let (Csubset L_{rho}) be a nonempty and ρ-closed convex subset.
Let (Csubset L_{rho}) be a nonempty and ρ-closed subset.
Let U be a nonempty and bounded subset of (bar{B}_{r_0}).
Let D be a nonempty and closed subset of a real Banach space X.
Definition 2.1 Let C be a nonempty and closed subset of a smooth Banach space.
Let (Csubset L_{rho}) be a nonempty and ρ-closed subset that has Property 2.1.
Let R ∈ M and E be a nonempty and closed subset of Ξ ( R ).
Let Y be a nonempty and weakly compact subset of a Banach space X.
Let be a nonempty and closed convex subset of a Banach space.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com