On-line catalogue and orders (secure paiement, VISA or MASTERCARD only)

Journals available by subscription

Annales scientifiques de l'ENS

Astérisque

Bulletin de la SMF

Mémoires de la SMF

Revue d'Histoire des Mathématiques

Gazette des Mathématiciens

Books

Astérisque

Cours Spécialisés

Documents Mathématiques

Mémoires de la SMF

Panoramas et Synthèses

Séminaires et Congrès

Jean Morlet Chair Series

SMF/AMS Texts and Monographs

La Série T

Volumes "Journée Annuelle"

Other Books

Donald E. Knuth - French translations

Nicolas Bourbaki's seminar new edition

Jean Leray's scientific works new edition

Revue de l'Institut Elie Cartan

Electronic Editions

Annales scientifiques de l'ENS

Bulletin de la SMF

Revue d'Histoire des Mathématiques

Séminaires et Congrès

More information / Subscription

Publications for a general public

L'explosion des mathématiques (smf.emath.fr)

Mathématiques L'explosion continue (smf.emath.fr)

Zoom sur les métiers des maths (smf.emath.fr)

Zoom sur les métiers des mathématiques et de l'informatique (smf.emath.fr)

Où en sont les mathématiques ?

La Série T

For the authors

Submission of manuscripts

Formats and documentation

More info

Electronic distribution list (smf.emath.fr)

Information for bookselers and subscription agencies (smf.emath.fr)

Publications de la SMF
fr en
Your IP number: 54.166.157.192
Access to elec. publ.: SémCong

N. Bourbaki Seminar New Edition

Presentation of the publication


Catalogue & orders

N. Bourbaki Seminar New Edition - Presentation

 

Years 1948 to 1968, talks 1 to 346, 10 volumes, 4400 pages
Order on line

Republished and more readable the 1 to 346 seminar talks cover in a complete way the whole progresses made in mathematics during the very prolific 1948 to 1968 years: the birth of modern algebraic geometry, developments of Lie groups theory and their homogeneous spaces, bundle spaces, cohomological methods, harmonic analysis, the birth of the modern theory of automorphic forms, etc ... These talks remain an everlasting reference work for that period of mathematical history.