One of the most remarkable collections of papers of one of the greatest
(if not the greatest) mathematician of all times. The original list is in French, and a few translated titles follow here as examples:
[1]. On the completion of the dual of a locally convex vector space. CRAS,230: 605-606 (1950).
...
[12] Topological vector spaces. Institudo de Matematica Pura e Aplicada.
Sa~o Paolo University (1954).
[18] Topological tensor products and nuclear spaces. Mem. AMS,(16), 1955.
[20] A general theory of fiber spaces with sheaf structure. University of Kansas, (1955).
[23] Finiteness theorems for the sheaf cohomology, Bull. Math. Soc. France,
84, 1-7, (1956).
[27] A result for the dual of a C*-algebra., J. Math. Pure et Appl., 36, 97-108, (1957).
[28] On certain points of Homological Algebra. , Tohoku Math. J. 9,
119-221 (1957).
[29] Homological Algebra. The Grothendieck Seminar, year 1, (1958),
IPH Sectretary Office.
[32] The cohomology theory of abstract varieties, (1958), Proceed. Intl. Congress Math. , Edinburgh, 103-118, Cambridge Univ. Press.
...
[34] Foundations of Algebriac Geometry. (Excerpts of a Bourbaki seminar 1957-1962), IHP Math. Secretary Office (1962).
...
[37] On the de Rham cohomology of algebraic varieties, IHES Math. Publs.,
29, 95-103 (1966).
[39] with J. Dieudonn\'e. Differential regularity criteria for localisations of analytical varieties., J. Algebra, 5, 305-324 (1967).
[40] Local Cohomology. Harvard University seminar, Fall 1961.
[42] Chern classes and linear representations of discrete groups., Ten
expositions on the cohomology of schemes., 215-305., North Holland, Amsterdam, Masson, Paris (1968).
[44] Standard conjectures on algebraic cycles. Algebraic Geometry,193-199,
Oxford Univ. press (1969).
...
[53] Pursuing stacks (1983).
...
[55] Outline of a Program, 1984.
[56] EGA . Elements of Algebraic Geometry, with J. Dieudonn\'e, IHES Publs.
[57] The Language of Schemes., 4 (1960).
[60] Cohomology studies of coherent sheaves. II, 17 (1963)
[64] IV. Local studies of schemes and morphisms of schemes. IV 32 (1967).
...
[90] IV. General Formalism of Representable Functors, Exp. 11
...
[99] SGA3: Schemes in groups. v.I: 564 pp. + v.II: 654 pp + v.3: 529 pp.
Springer-Verlag
[100] SGA4: Topos theory and the cohomology etal\'e of schemes. 1963-1964
Springer-Verlag, v. I : pp.525, vol. II: 418 pp , vol. III: 640 pp.
...
[102] SGA6: Theory of intersections and the Theorem of Riemann-Roch.,
Lecture Notes in Mathematics, 700 pp., Springer-Verlag, Berlin-Heildelberg- New York, (1971).
[103] SGA7: Monodromy groups in algebraic geometry., vol. I: 523 pp,(1972)
vol. II: 438 pp, Lecture Notes in Mathematics, Springer-Verlag,
Berlin-Heildelberg- New York, (1973).
http://people.math.jussieu.fr/~leila/grothendieckcircle/GrothBiblio.pdf
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http://people.math.jussieu.fr/~leila/grothendieckcircle/GrothBiblio.pdf
