Regularity results on a class of doubly nonlocal problems (Q2297259)
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| Language | Label | Description | Also known as |
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| English | Regularity results on a class of doubly nonlocal problems |
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Regularity results on a class of doubly nonlocal problems (English)
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18 February 2020
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This paper is devoted to the study of the regularity properties of solutions for a class of doubly nonlocal problems driven by the fractional Laplace operator. The authors are also interested in the study of the \(H^s\) versus \(C^0\)-weighted minimizers of the associated energy functional. In the final part of this paper there are given applications to existence and multiplicity properties of solutions.
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Choquard equation
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fractional Laplacian
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regularity
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uniform bound
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singular nonlinearity
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local minimizers
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