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Nicolas Bourbaki - The group |  | Nicolas Bourbaki - The group: Encyclopedia II - Nicolas Bourbaki - The group |  | Accounts of the early days vary, but original documents have now come to light. The founding members were all connected to the Ecole Normale Supérieure in Paris and included Henri Cartan, Claude Chevalley, Jean Coulomb, Jean Delsarte, Jean Dieudonné, Charles Ehresmann, René de Possel, Szolem Mandelbrojt and André Weil. There was a preliminary meeting, towards the end of 1934 (the minutes are in the Bourbaki archives — for a full description of the initial meeting consult Liliane Beaulieu in the Mathematical Intelligencer). Jean ...
See also:Nicolas Bourbaki, Nicolas Bourbaki - Books by Bourbaki, Nicolas Bourbaki - Influence on mathematics in general, Nicolas Bourbaki - The group, Nicolas Bourbaki - The Bourbaki perspective and its limitations, Nicolas Bourbaki - Dieudonné as speaker for Bourbaki, Nicolas Bourbaki - The Bourbachique influence: education institutions trends |  | | Nicolas Bourbaki, Nicolas Bourbaki - Books by Bourbaki, Nicolas Bourbaki - Dieudonné as speaker for Bourbaki, Nicolas Bourbaki - Influence on mathematics in general, Nicolas Bourbaki - The Bourbachique influence: education institutions trends, Nicolas Bourbaki - The Bourbaki perspective and its limitations, Nicolas Bourbaki - The group |  | |
|  |  | Nicolas Bourbaki: Encyclopedia II - Nicolas Bourbaki - The group
Nicolas Bourbaki - The group
Accounts of the early days vary, but original documents have now come to light. The founding members were all connected to the Ecole Normale Supérieure in Paris and included Henri Cartan, Claude Chevalley, Jean Coulomb, Jean Delsarte, Jean Dieudonné, Charles Ehresmann, René de Possel, Szolem Mandelbrojt and André Weil. There was a preliminary meeting, towards the end of 1934 (the minutes are in the Bourbaki archives — for a full description of the initial meeting consult Liliane Beaulieu in the Mathematical Intelligencer). Jean Leray and Paul Dubreil were present at the preliminary meeting but dropped out before the group actually formed. Other notable participants in later days were Laurent Schwartz, Jean-Pierre Serre, Alexander Grothendieck, Samuel Eilenberg, Serge Lang and Roger Godement.
The original goal of the group had been to compile an improved mathematical analysis text; it was soon decided that a more comprehensive treatment of all of mathematics was necessary. There was no official status of membership, and at the time the group was quite secretive and also fond of supplying disinformation. Regular meetings were scheduled, during which the whole group would discuss vigorously every proposed line of every book. Members had to resign by age 50.
The atmosphere in the group can be illustrated by an anecdote told by Laurent Schwartz. Dieudonné regularly and spectacularly threatened to resign unless topics were treated in their logical order, and after a while others played on this for a joke. Godement's wife wanted to see Dieudonné announcing his resignation, and so on one occasion while she was there Schwartz deliberately brought up again the question of permuting the order in which measure theory and topological vector spaces were to be handled, to precipitate a guaranteed crisis.
The name "Bourbaki" refers to a French general Charles Denis Sauter Bourbaki who was defeated in the Franco-Prussian War; it was adopted by the group as a reference to a student anecdote about a hoax mathematical lecture, and also possibly to a statue. It was certainly a reference to Greek mathematics, Bourbaki being of Greek extraction. It is a valid reading to take the name as implying a transplantation of the tradition of Euclid to a France of the 1930s, with soured expectations. (It is said that Weil's wife Eveline supplied Nicolas. They married in 1937, she having previously been with de Possel, who unsurprisingly left the group.)
Other related archives1935, 1977, 20th-century, Alan Baker, Alexander Grothendieck, Algebra, Algebraic structure, André Weil, Bonn Arbeitstagung, Bourbaki seminar, Charles Denis Bourbaki, Charles Denis Sauter Bourbaki, Charles Ehresmann, Claude Chevalley, Commutative algebra, Ecole Normale Supérieure, Euclid, Fields Medal, Franco-Prussian War, French, Functions of one real variable, Greek mathematics, Göttingen, Henri Cartan, Hilbert, Integration, Jacques Hadamard, Jean Delsarte, Jean Dieudonné, Jean Leray, Jean-Pierre Serre, Jules-Henri Poincaré, Laurent Schwartz, Lie algebras, Lie groups, Mathematical Intelligencer, Pal Turán, Paris, Paul Dubreil, Radon measures, René de Possel, Riemann, Roger Godement, Samuel Eilenberg, Serge Lang, Set theory, Szolem Mandelbrojt, Topological vector spaces, Topology, Zorn's lemma, abstract algebra, algebraic geometry, algorithmic, allonym, analysis, applications, as of 2005, bijective, blackboard bold, category theory, classical analysts, combinatorial, commutative algebra, complex multiplication, elimination theory, empty set, fascicle, geometry, ideal theory, infinitary, injective, logic, manifolds, mathematical analysis, mathematical structure, mathematicians, mathematics, measure theory, multilinear algebra, number theory, numbers, problem solving, rigour, salon, set theory, soft analysis, spectral theory, surjective, synthetic geometry, tensor calculus, theoretical physics, twentieth century, École Normale Supérieure
 Adapted from the Wikipedia article "The group", under the G.N U Free Docmentation License. Please also see http://en.wikipedia.org/wiki |
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