Representation De Weil Et Gl2 - Algebres De Divisio - T. Kaise - Books - Springer-Verlag Berlin and Heidelberg Gm - 9783540178279 - May 6, 1987
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T. Kaise
Representation De Weil Et Gl2 - Algebres De Divisio 1987 edition

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This monograph represents the first two parts of the author's research on the generalization of class field theory for the noncommutative case. Part I concentrates on the construction of all the irreducible representations of a multiplicative group B* of a quaternion algebra B over a local field k with residue field of characteristic 2. These results are of considerable significance in the light of the connections found by Jacquet-Langlands between representations of GL2 (k) and B* and although they concern GL2 they also provide a model for GLn. Part II deals with n > 2 unifying results previously obtained by Weil, Jacquet-Langlands, Bernstein-Zelevinskii, Deligne-Kazdan and others. More than a mere comparison of these results, it reveals an intrinsic correspondence found with the aid of the base restriction process of algebraic groups and the substitution of division of algebras for Cartan subalgebras. The approach is purely local and therefore may be applied also to other types of reductive groups, in particular Sp2l as well as to archimedean cases. This book will be of great interest to researchers and graduate students working in algebraic number theory and automorphic forms.

212 pages, black & white illustrations

Media Books     Paperback Book   (Book with soft cover and glued back)
Released May 6, 1987
ISBN13 9783540178279
Publishers Springer-Verlag Berlin and Heidelberg Gm
Pages 212
Dimensions 156 × 234 × 11 mm   ·   303 g
Language French  

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