Bibliographie
Arens, R.: Dense inverse limit rings Mich. Math. J.5, 169–182 (1958)
Arens, R.: Weierstrass products for inverse limits of Banach algebras. Math. Ann.163, 155–160 (1966)
Cartan, H.: Espaces fibrés analytiques. Symposium International de Topologia Algebraïca, Mexico (1958) pp. 97–121
Catlin, D.: Boundary behaviour of holomorphic functions on pseudo-convex domains. J. Differ. Geom.15, 605–625 (1980)
Cornalba, M., Griffiths, Ph.: Analytic cycles and vector bundles on non compact algebraic varieties. Invent. Math.28, 1–106 (1975)
Diederich, K., Fornæss, J.: Pseudo-convex domains. Bounded plurisubharmonic exhaustion. Invent. Math.39, 129–141 (1977)
Dugundji, J.: An extension of Tietze's theorem. Pac. J. Math. (1951), 353–367
Forster, O., Ramspott, K.J.: Okasche Paare von Garben nichtabelscher Gruppen. Invent. Math.1, 260–286 (1966)
Gay, R., Sebbar, A.: Division et extension dans l'algèbreA ∞ (Ω) d'un ouvert pseudo-convexe. Math. Z.189, 421–447 (1985)
Gramsch, B.: Lettre à l'auteur
Grauert, H.: Analytische Faserungen überholomorph vollständiger Räume. Math. Ann.135, 263–273 (1958)
Gunning, R.C., Rossi, H.: Analytic functions of several complex variables. Englewood cliffs, N.J.: Prentice Hall, Inc. 1965
Henkin, G.M., Leiterer, J.: Theory of functions on complex maniholds. Berlin: Akademie 1984
Henkin, G.M., Leiterer, J.: Proof of Grauert's Oka-principale without induction over the basis dimension. (preprint 1986)
Hickel, M.: Quelques résultats de division dansA ∞ (Ω). Thèse, Bordeaux 1986
Hormander, L.: An introduction to complex analysis in several variables. Princeton N.J.D.: Van Nostrand 1966
Leiterer, J.: Analytische Faserbündel mit stetigem Rand über streng pseudokonvexen Gebieten. I. Garben theoretischer Hilfsmittel. Math. Nachr.71, 329–344 (1976). II. Topologische Klassifizierung. Math. Nachr.72, 201–217 (1976)
Leiterer, J.: Holomorphic vector bundles and the Oka-Grauert principle. (preprint)
Ortega, J.: Article à paraître aux. Math. Z.
Sebbar, A.: Espaces fibrésA ∞. Thèse, Bordeaux 1985
Serre, J.P.: Application de la théorie générale à divers problèmes globaux. Séminaire H. Cartan (1951–1952). Exposé 20
Swann, R.G.: Vector bundles and projective modules. T.A.M.S.105, 264–267 (1962)
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Sebbar, A. Principe d'Oka-Grauert dansA ∞ . Math Z 201, 561–581 (1989). https://doi.org/10.1007/BF01215159
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DOI: https://doi.org/10.1007/BF01215159