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Une démonstration géométrique du Nullstellensatz analytique complexe. (French) Zbl 0511.32015

MSC:

32J25 Transcendental methods of algebraic geometry (complex-analytic aspects)
32B10 Germs of analytic sets, local parametrization
14A05 Relevant commutative algebra

Citations:

Zbl 0222.32014
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References:

[1] BARLET (D.) . - Espace analytique réduit des cycles analytiques complexes compacts d’un espace analytique complexe de dimension finie . Fonctions de plusieurs variables complexes II, Lecture Notes in Math., n^\circ 482, Springer, 1975 , p. 1-158. MR 53 #3347 | Zbl 0331.32008 · Zbl 0331.32008
[2] BISHOP (E.) . - Mappings of partially analytic spaces , Amer. J. Math., vol. 83, 1961 , p. 209-242. MR 23 #A1054 | Zbl 0118.07701 · Zbl 0118.07701 · doi:10.2307/2372953
[3] BISHOP (E.) . - Partially analytic spaces , Amer. J. Math., vol. 83, 1961 , p. 669-692. MR 25 #5191 | Zbl 0151.09801 · Zbl 0151.09801 · doi:10.2307/2372903
[4] MAZET (P.) . - Ensembles analytiques complexes dans les espaces localement convexes , Thèse, Université Paris-VI, 1979 .
[5] RAMIS (J.-P.) . - Sous ensembles analytiques d’une variété banachique complexe , Springer-Verlag, Coll. ”Ergebnisse”, 53. MR 45 #2205 | Zbl 0212.42802 · Zbl 0212.42802
[6] RÜCKERT (W.) . - Zum Elimination Problem der Potenzreihenideale , Math. Ann., vol. 107, 1932 , p. 259-281. Zbl 0005.09802 | JFM 58.1027.02 · Zbl 0005.09802 · doi:10.1007/BF01448893
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