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Arithmetic Groups And Reduction Theory Armand Borel Roger Godement

  • SKU: BELL-51992364
Arithmetic Groups And Reduction Theory Armand Borel Roger Godement
$ 31.00 $ 45.00 (-31%)

4.0

86 reviews

Arithmetic Groups And Reduction Theory Armand Borel Roger Godement instant download after payment.

Publisher: Higher Education Press
File Extension: DJVU
File size: 1.26 MB
Pages: 138
Author: Armand Borel, Roger Godement, Carl Ludwig Siegel, André Weil
ISBN: 9787040533750, 7040533758
Language: English
Year: 2020

Product desciption

Arithmetic Groups And Reduction Theory Armand Borel Roger Godement by Armand Borel, Roger Godement, Carl Ludwig Siegel, André Weil 9787040533750, 7040533758 instant download after payment.

Arithmetic subgroups of Lie groups are a natural generalization of SL(n,Z) in SL(n,R) and play an important role in the theory of automorphic forms and the theory of moduli spaces in algebraic geometry and number theory through locally symmetric spaces associated with arithmetic subgroups. One key component in the theory of arithmetic subgroups is the reduction theory which started with the work of Gauss on quadratic forms. This book consists of papers and lecture notes of four great contributors of the reduction theory: Armand Borel, Roger Godement, Carl Ludwig Siegel and André Weil. They reflect their deep knowledge of the subject and their perspectives. The lecture notes of Weil are published formally for the first time, and other papers are translated into English for the first time. Therefore, this book will be a very valuable introduction and historical reference for everyone interested in arithmetic subgroups and locally symmetric spaces.

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