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The transformation formula of singular integral with extensional Bochner-Martinelli kernel on a closed smooth manifold

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Název:	The transformation formula of singular integral with extensional Bochner-Martinelli kernel on a closed smooth manifold
Autoři:	Chen, Luping
Informace o vydavateli:	Editorial Department of Journal of Xiamen University, Fujian, Xiamen
Témata:	singular integral, Singular integrals of functions in several complex variables, transformation formula, composite formula
Popis:	Summary: By means of the Plemelj formula of extensional Bochner-Martinelli type integral, we obtain the transformation formula of singular integrals with extensional Bochner-Martinelli kernel on a closed smooth manifold, and give the corresponding composite formula when the density function is holomorphically extended to a domain \(D\).
Druh dokumentu:	Article
Popis souboru:	application/xml
Přístupová URL adresa:	https://zbmath.org/2185986
Přístupové číslo:	edsair.c2b0b933574d..5f1b9990d8d05bf0912314fcc221091c
Databáze:	OpenAIRE

Popis
Abstrakt:	Summary: By means of the Plemelj formula of extensional Bochner-Martinelli type integral, we obtain the transformation formula of singular integrals with extensional Bochner-Martinelli kernel on a closed smooth manifold, and give the corresponding composite formula when the density function is holomorphically extended to a domain \(D\).