EMBEDDING THEOREMS FOR MULTIANISOTROPIC SPACES WITH TWO VERTICES OF ANISOTROPICITY

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EMBEDDING THEOREMS FOR MULTIANISOTROPIC SPACES WITH TWO VERTICES OF ANISOTROPICITY Heghin Petrosyan

We prove embedding theorems for multianisotropic spaces in the case when the Newton polyhedron has two vertices of anisotropicity. The case of one anisotropicity vertex of the polyhedron was studied in previous papers of one of the authors. The present paper is the continuation of those.

DOI: 10.46991/PYSU:A/2017.51.1.029 Physical and Mathematical Sciences, 51(1 (242) 29-37

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Keywords

multianisotropic polynomial, multianisotropic Sobolev spaces, integral representation, embedding theorems

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