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Embedding Theorems between Variable-Exponent Morrey SpacesIn this paper, we study various embedding theorems on variable-exponent Morrey spaces
An embedding theorem for the fractional Sobolev space on homogeneous groupsIn this note we demonstrate the Brezis-Ponce method to prove an embedding theorem
A Hardy inequality with a point-singular weight inside a domain-dimensional domain are considered. For functions from these spaces, a Hardy inequality is obtained. Embedding
About Embedding Theorem for Sobolev Spaces with Mixed Norm for Extreme IndicesThe embedding theorem is proved for extreme indices in two-dimensional case.
A Hardy inequality with a point-singular weight inside a domain-dimensional domain are considered. For functions from these spaces, a Hardy inequality is obtained. Embedding
On the applicability to semirings of two theorems from the theory of rings and modulesProblems concerning the extension of the Baer criterion for injectivity and embedding theorem
The embedding theorem for Sobolev spaces with mixed norm for limit exponentsThe embedding theorem for Sobolev spaces with mixed norm for limit exponents
On the applicability to semirings of two theorems from the theory of rings and modulesProblems concerning the extension of the Baer criterion for injectivity and embedding theorem
Rearrangement invariant envelopes of generalized Bessel and Riesz potentials characterizations of cones of decreasing rearrangements is established, sharp theorems on embeddings in RISes
Unbounded perturbations of two-dimensional diffusion processes with nonlocal boundary conditions in the method. The Sobolev embedding theorem is used in association with Yosida theorem to define the sets used
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