Class Field Theory / Emil Artin, John Tate

By:

Artin, Emil

Contributor(s):

Tate, John

9780821844267

Subject(s):

Class Field Theory -- Fundamental Inequality

DDC classification:

512.74 ArtC

Summary: This classic book, originally published in 1968, is based on notes of a year-long seminar the authors ran at Princeton University. The primary goal of the book was to give a rather complete presentation of algebraic aspects of global class field theory, and the authors accomplished this goal spectacularly: for more than 40 years since its first publication, the book has served as an ultimate source for many generations of mathematicians. In this revised edition, two mathematical additions complementing the exposition in the original text are made. The new edition also contains several new footnotes, additional references, and historical comments.

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Holdings
Item type	Current library	Collection	Call number	Copy number	Status	Barcode
Books	Indian Institute of Technology Tirupati General Stacks	Mathematics	512.74 ArtC (12661) (Browse shelf(Opens below))	Copy 01	Available	12661
Books	Indian Institute of Technology Tirupati General Stacks	Mathematics	512.74 ArtC (10285) (Browse shelf(Opens below))		Available	10285

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Previous	512.73 SER/C A course in arithmetic /	512.73 TEN/I Introduction to analytic and probabilistic number theory /	512.73 TIT/T The theory of the Riemann zeta-function /	512.74 ArtC (10285) Class Field Theory /	512.74 ArtC (12661) Class Field Theory /	512.74 BurE Exploring the Number Jungle : A Journey into Diophantine Analysis /	512.74 ElmA The Algebraic and Geometric Theory of Quadratic Forms /	Next

This classic book, originally published in 1968, is based on notes of a year-long seminar the authors ran at Princeton University. The primary goal of the book was to give a rather complete presentation of algebraic aspects of global class field theory, and the authors accomplished this goal spectacularly: for more than 40 years since its first publication, the book has served as an ultimate source for many generations of mathematicians. In this revised edition, two mathematical additions complementing the exposition in the original text are made. The new edition also contains several new footnotes, additional references, and historical comments.

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