Reduction of integration domain in Triebel-Lizorkin spaces
We investigate the comparability of generalized Triebel--Lizorkin and Sobolev seminorms on uniform and non-uniform sets when the integration domain is truncated according to the distance from the boundary. We provide numerous examples of kernels and domains in which the comparability does and does n...
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| creator | Rutkowski, Artur |
| description | We investigate the comparability of generalized Triebel--Lizorkin and Sobolev
seminorms on uniform and non-uniform sets when the integration domain is
truncated according to the distance from the boundary. We provide numerous
examples of kernels and domains in which the comparability does and does not
hold. |
| doi_str_mv | 10.48550/arxiv.1810.11353 |
| format | Article |
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truncated according to the distance from the boundary. We provide numerous
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seminorms on uniform and non-uniform sets when the integration domain is
truncated according to the distance from the boundary. We provide numerous
examples of kernels and domains in which the comparability does and does not
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| subjects | Mathematics - Functional Analysis |
| title | Reduction of integration domain in Triebel-Lizorkin spaces |
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