[Circle]
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[Corr]
Correspondence Grothendieck-Serre. Societe Mathematique de
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[Deriv]
Les Derivateurs, by Alexandre Grothendieck, edited by
M. Kunzer, J. Malgoire, and G. Maltsiniotis. Available at
http://www.math.jussieu.fr/~maltsin/groth/Derivateurs.html.
[Aubin]
D. AUBIN, A Cultural History of Catastrophes
and Chaos: Around the “Institut des Hautes Etudes Scientifiques,” France, doctoral thesis,
Princeton University, 1998.
[Festschrift]
The Grothendieck Festschrift: A
Collection of Articles Written in Honor of the 60th Birthday of
Alexander Grothendieck, Volumes I–III (P. Cartier, L. Illusie, N.
M. Katz, G. Laumon, Y. Manin, and K. A. Ribet, eds.), Progress
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A. HERREMAN, Decouvrir et transmettre: La dimension
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[Infeld] L. INFELD, Whom the Gods Love. The Story of Evariste Galois, Whittlesey House, New York, 1948.
[Intell]
English translation of Grothendieck’s
letter declining the
1988 Crafoord Prize, Math.
Intelligencer 11 (1989).
[Ladegaillerie]
Y. LADEGAILLERIE, Alexandre Grothendieck apres
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[LeMonde]
Lettre a l’Academie Royale des Sciences
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Le mathematicien francais Alexandre Grothendieck refuse
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[Marche]
A. GROTHENDIECK, La Longue Marche
a Travers la Theorie de Galois, volume
1, edited and with a foreword
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des Sciences Mathematiques, 1995.
[Notices]
Crafoord Prize recipients named, Notices
Amer. Math. Soc. (July/August
1988), 811–812.
[R&S]
A. GROTHENDIECK, Recoltes et
Semailles: Reflexions et temoignages sur un passe de mathematicien, Universite des
Sciences et Techniques du Languedoc, Montpellier, et
Centre National de la Recherche Scientifique, 1986.
(Parts available in the original French at http:// mapage.noos.fr/recoltesetsemailles/. Partial
translations are available in English at http://www.fermentmagazine.org/home5.html, in
Russian at http://elenakosilova.narod.ru/studia/groth.htm,
and in Spanish at http://kolmogorov.unex.es/navarro/res.)
[Rankin]
R. A. RANKIN, Contributions to the theory of Ramanujan’s function
τ(n) and similar
arithmetical functions. I.
The zeros of the function _∞n=1τ(n)/ns on theline
Rs =
13/2.
II. The order of the Fourier coefficients of
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[Schneps1]
The Grothendieck Theory of Dessins d’Enfants (L.
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[Schneps2]
Geometric Galois Actions (L. Schneps and P.
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[Vietnam]
A. GROTHENDIECK, La vie mathematique en Republique
Democratique du Vietnam, text of a lecture
presented in Paris on December 20, 1967. Unpublished.