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- W3043454531 abstract "In the paper we investigate the properties of spaces with generalized smoothness, such as Calderon spaces that include the classical Nikolskii-Besov spaces and many of their generalizations, and describe differential properties of generalized Bessel potentials that include classical Bessel potentials and Sobolev spaces. Kernels of potentials may have non-power singularity at the origin. With the help of order-sharp estimates for moduli of continuity of potentials, we establish the criteria of embeddings of potentials into Calderon spaces, and describe the optimal spaces for such embeddings." @default.
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- W3043454531 date "2020-07-16" @default.
- W3043454531 modified "2023-09-27" @default.
- W3043454531 title "Optimal Calder'on Spaces for generalized Bessel potentials" @default.
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