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- W1979048651 abstract "Soient X une variété analytique complexe de dimension n et Ω un domaine de X. On résout le ∂ pour les courants prolongeables définis dans Ω sous des hypothèses de convexité ou concavité sur Ω. On applique les résultats ainsi obtenus à l'étude de l'isomorphisme de Dolbeault pour les hypersurfaces réelles. Let X be a complex analytic manifold of dimension n and Ω a domain of X. We solve the ∂ operator for extensible currents defined on Ω, under convexity or concavity hypotheses for Ω. We apply these results to the study of the Dolbeault isomorphism on hypersurfaces." @default.
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- W1979048651 date "2001-03-01" @default.
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- W1979048651 title "Équation de Cauchy–Riemann pour les courants prolongeables – applications" @default.
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- W1979048651 doi "https://doi.org/10.1016/s0764-4442(01)01871-7" @default.
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