Hölder and \(L^ p\) estimates for a local solution of \(\bar\partial_ b\) at top degree (Q2367253)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Hölder and \(L^ p\) estimates for a local solution of \(\bar\partial_ b\) at top degree |
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Hölder and \(L^ p\) estimates for a local solution of \(\bar\partial_ b\) at top degree (English)
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5 August 1993
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The authors prove that Hölder estimates may be obtained for the \(\overline\partial_ b\) problem on forms of top order when a solution constructed by Treves is used. Of course, the authors make certain hypotheses about the eigenvalues of the Levi form.
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Cauchy-Riemann complex
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Hölder estimates
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