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Théorie des fonctions holomorphes de plusieurs variables

Une introduction
  • Christine Laurent-Thiébaut
Language: French
Published/Copyright: 1997
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About this book

Une introduction à la théorie des fonctions holomorphes de plusieurs variables dans Cn et dans les variétés analytiques complexes. La présentation, suivant la méthode des représentations intégrales associées à la technique des bosses de Grauert, permet le prolongement naturel des techniques utilisées dans la théorie des fonctions holomorphes à une variable.

Author / Editor information

Laurent-Thiébaut Christine :

Christine Laurent-Thiébaut est professeur à l'université Joseph-Fourier (Grenoble I). (au moment de la parution de l'ouvrage)


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I Propriétés élémentaires locales des fonctions holomorphes de plusieurs variables complexes

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II Courants. structures complexes

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III Noyau et formule de Bochner-Martinelli . Applications

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IV Transformée de Bochner-Martinelli et extension de fonctions CR

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V Extension de fonctions holomorphes et de fonctions CR dans les variétés

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VI Domaines d'holomorphie et pseudoconvexité

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VII Problème de Levi et résolution du δ dans les domaines strictement pseudoconvexes

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VIII Caractérisation des singularités illusoires pour les fonctions CR sur un bord strictement pseudoconvexe

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Annexe A

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Publishing information
Pages and Images/Illustrations in book
eBook published on:
August 11, 2022
eBook ISBN:
9782868833792
Pages and Images/Illustrations in book
Main content:
257
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