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and D , Pancholi . Embeddings of 4-manifolds in ℂ

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Abstract  

We prove embedding theorems for fully anisotropic Besov spaces. In particular, inequalities between modulus of continuity in different metrics and of Sobolev type are obtained. Our goal is to get sharp estimates for some anisotropic cases previously unconsidered.

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-008-0194-7 . [8] Guo , W. Lu , Y. Niu , W. 2010 s -embedded subgroups of finite groups Algebra and Logic

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] Asaad , M. and Heliel , A. A. , On S-quasinormality embedded subgroups of finite groups , J. Pure Appl. Algebra , 165 ( 2001 ), 129 – 135 . [2] Ballester

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] C alabuig , J. M. , R odríguez , J. and S ánchez P érez , E. A. , Strongly embedded subspaces of p-convex Banach function spaces , Positivity , 17 ( 3 ) ( 2013 ), 775 – 791 . [3

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Embedding theorems for functions with inner singularities Acta Sci. Math. (Szeged) 75 547 – 573 . [8] Khalilova , B. A

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In this note we prove: If a subdirect product of finitely many finite projective geometries has the cover-preserving embedding property, then so does each factor.

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Abstract  

The paper presents an alternative proof of the known result that no recursively enumerable number theory has the joint embedding property.

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