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Integral representation formulas for differential forms on complex manifolds and applications to the \({\bar \partial}\)-equation - MaRDI portal

Integral representation formulas for differential forms on complex manifolds and applications to the \({\bar \partial}\)-equation (Q914893)

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scientific article; zbMATH DE number 4150634
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English
Integral representation formulas for differential forms on complex manifolds and applications to the \({\bar \partial}\)-equation
scientific article; zbMATH DE number 4150634

    Statements

    Integral representation formulas for differential forms on complex manifolds and applications to the \({\bar \partial}\)-equation (English)
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    1989
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    The author derives an explicit global integral formula of Koppelman- Leray-Nourget type for differential forms on generalized analytic polyhedra on complex manifolds. Using this formula, the author gives explicit solution operator to the \({\bar \partial}\)-equation on strictly pseudoconvex polyhedra and proves that this solution admits uniform estimates.
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    integral formula of Koppelman-Leray-Nourget type
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    differential forms
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    analytic polyhedra
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    \({\bar \partial }\)-equation
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    strictly pseudoconvex polyhedra
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