some Results on Embedding Spaces of Sobolev Type into Lorentz Spaces

Jiang Ming. some Results on Embedding Spaces of Sobolev Type into Lorentz SpacesJ. JOURNAL OF BEIJING INSTITUTE OF TECHNOLOGY, 1993, 2(2): 103-108.

Citation:

Jiang Ming. some Results on Embedding Spaces of Sobolev Type into Lorentz SpacesJ. JOURNAL OF BEIJING INSTITUTE OF TECHNOLOGY, 1993, 2(2): 103-108.

Citation:

Jiang Ming. some Results on Embedding Spaces of Sobolev Type into Lorentz SpacesJ. JOURNAL OF BEIJING INSTITUTE OF TECHNOLOGY, 1993, 2(2): 103-108.

Abstract

Lorentz spaces L^s,l provide a deeper insight into integrable functions than L^s spaces do. Various results of the embedding of the following anisotropic spaces B_p,._p^and Ⅳ_pin- to L^s,l together with a counterexample are obtained.

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