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Ecole Normale Supérieure: Séminaire H. Cartan et C. Chevalley: Géométrie algébrique. 8e année 1955/56. (French) Zbl 0074.36602

Paris: Secrétariat Mathématique. ii, 173 p. (1956).
Contents: J. P. Lafon: 1. Quotient rings. Integral elements. Theorems of Krull. 2. Noetherian rings.
H. Cartan: 3. Affine algebraic varieties.
M. Lazard: 4. Affine algebras.
C. Chevalley: 5. Schemes, I. 6. Schemes, II.
C. Chevalley and H. Cartan: 7. Normal schemes; morphisms; constructible sets.
H. Cartan: 8. Morphisms and constructible sets.
C. Chevalley: 9. Correspondences, I. 10. Correspondences, II. 11. The main theorem of Zariski, I. 12. The main theorem of Zariski, II.
P. Cartier: 13. Derivations in a field. 14. Regular extensions.
P. Cartier and C. Chevalley: 15. Extensions of the ground field by schemes.
R. Godement: 16. Simple localities, I. 17. Simple localities, II. 18. \(n\)-adic topologies. 19. Analytic properties of the localities.

MSC:

14-06 Proceedings, conferences, collections, etc. pertaining to algebraic geometry
13-06 Proceedings, conferences, collections, etc. pertaining to commutative algebra
00B15 Collections of articles of miscellaneous specific interest