Removable sets for \(A\)-harmonic functions (Q647934)
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scientific article; zbMATH DE number 5975770
| Language | Label | Description | Also known as |
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| English | Removable sets for \(A\)-harmonic functions |
scientific article; zbMATH DE number 5975770 |
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Removable sets for \(A\)-harmonic functions (English)
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22 November 2011
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The paper deals with the question of removability of closed sets for \(A\)-harmonic functions. It is shown that sets of zero \(m\)-Hausdorff measure (\(m\) depends only on the dimension \(n\), Hölder exponent, and \(A\)) are removable for Hölder continuous \(A\)-harmonic functions.
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\(A\)-Laplacian
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Orlicz Sobolev spaces
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Hausdorff measure
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Hölder continuity
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removable sets
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