عنوان مقاله English
نویسنده English
In this paper, we give a criterion for the density of a subspace of lip _{alpha} (X; S)
when (X; d) is a compact metric space, S is a complex Banach space and 0 < alpha< 1.
In the case where X = [a; b], we conclude that Lip1(X; S) is dense in lip _{alpha}(X; S). Also,
using Bochner spaces and the duality we show that C1([a; b]; S), the space of continuously
differentiable S-valued functions on [a; b], is dense in lip _{alpha} ([a; b]; S)../files/site1/files/72/2Abstract.pdf
کلیدواژهها English
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