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UPA Perpustakaan Universitas Jember

An Integral Representation and Embedding Theorems in the Plane for Multianisotropic Spaces

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The present paper is a continuation of the author’s paper [1], where by means of a special integral representation of functions we prove embedding theorems for multianisotropic functional spaces. In contrast to [1], here we consider the case where the corresponding completely regular
polyhedron has many anisotropy vertices

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