Solving the Kerzman's problem on the sup-norm estimate for ${\overline{\partial }}$ on product domains (Q6597546)

scientific article; zbMATH DE number 7906011

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English	Solving the Kerzman's problem on the sup-norm estimate for ${\overline{\partial }}$ on product domains	scientific article; zbMATH DE number 7906011

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instance of

scholarly article

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title

Solving the Kerzman's problem on the sup-norm estimate for ${\overline{\partial }}$ on product domains (English)

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author

Song-Ying Li

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published in

Transactions of the American Mathematical Society

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publication date

3 September 2024

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Publication

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cites work

The Green's function and the Ahlfors map

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Sup-norm estimates for ${\bar\partial}$ in ${\mathbb{C}}^ 2$

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On supnorm estimates for $\bar \partial$ on infinite type convex domains in $\mathbb C^{2}$

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A partial differential equation arising in conformal mapping

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The Green function for uniformly elliptic equations

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INTEGRAL REPRESENTATION OF FUNCTIONS IN STRICTLY PSEUDOCONVEX DOMAINS AND APPLICATIONS TO THE $ \overline{\partial}$-PROBLEM

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On the existence of smooth plurisubharmonic solutions for certain degenerate monge—ampère equations

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Un example de domaine pseudoconvexe ou l'équation $\overline\partial u=f$ n'admet pas de solution bornée pour $f$ bornée

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Mathematics(1 entry)

mardi Publication:6597546

Solving the Kerzman's problem on the sup-norm estimate for \({\overline{\partial }}\) on product domains (Q6597546)

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Mathematics(1 entry)