InhaltsverzeichnisI Ringed Spaces.§ 1. k-ringed spaces.§ 2. Coherent sheaves.§ 3. Embeddings.II Spaces and Varieties.§ 1. General properties.§ 2. Local properties.§ 3. Global properties.§ 4. Antiinvolutions.III Complexification.§ 1. Complexification of germs.§ 2. Local complexification.§ 3. Global complexification.IV Real Analytic Varieties.§ 1. Real part.§ 2. Analytic subvarieties.§ 3. Normalization.§ 4. Desingularization.V Embeddings of Stein Spaces.§ 1. A first relative embedding theorem.§ 2. A second relative embedding theorem.§ 3. ?-invariant embedding theorems.VI Embeddings of Real Analytic Varieties or Spaces.§ 1. Varieties: the general case.§ 2. Varieties: the pathological case.§ 3. The non reduced case.§ 4. Topologies on Cm(X, ? q).VII Approximations.§ 1. The weak and strong topologies.§ 2. Approximations.VIII Fibre Bundles.§ 1. Generalities on analytic fibre bundles.§ 2. A classification theorem.
