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Mathematics - Number Theory and Discrete Mathematics | Cohomologie Galoisienne

Cohomologie Galoisienne

Collection: Lecture Notes in Mathematics, Vol. 5

Serre, Jean-Pierre

5eme ed., revisee et completee 1994, IX, 181 pp.

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From the reviews:

"This book surveys an elegant new subject which has developed out of the cohomological treatment of class field theory by E. Artin and J. Tate. The bulk of the early contributions were by Tate, and we are greatly indebted to the author for publishing them in his very lucid style. Many others have made impressive discoveries in the field science. [...] An Appendix by J.-L. Verier covers duality in profinite groups."
M. Greenberg in Mathematical Reviews, 1966

The current edition includes a survey (mostly without proofs) of the main results obtained in the 30 years following original publication. It also incorporates newer material, e.g. two "résumés de cours" at the Collège de France (1990 - 1991 and 1991 - 1992), and an updated bibliography.

Content Level » Research

Mots clés » Galois - YellowSale2006 - cohomologie - groupes

Thématiques proches » Algebra - Number Theory and Discrete Mathematics

Sommaire 

Cohomologie des groupes profinis.- Cohomologie galoisieme — cas commutatif.- Cohomologie galoisienne non commutative.

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