Arithmetic Geometry And Number Theory by Lin Weg, Iku Nakamura

By Lin Weg, Iku Nakamura

Книга mathematics Geometry And quantity idea mathematics Geometry And quantity thought Книги Математика Автор: Lin Weg, Iku Nakamura Год издания: 2006 Формат: pdf Издат.:World medical Publishing corporation Страниц: 412 Размер: thirteen ISBN: 981256814X Язык: Английский0 (голосов: zero) Оценка:Arithmetic Geometry And quantity thought (Number conception and Its Applications)By Lin Weg, Iku Nakamura

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Publ. Math. Inst. Hautes Etudes Sci. No. 93(2001), 5-30. , Functoriality for the classical groups. Publ. Math. Inst. Hautes Etudes Sci. No. 99 (2004), 163-233. ; Reeder, M. Depth-zero supercuspidal Lpackets and their stability, preprint 2005. ; Goldberg, D. On local coefficients for nongeneric representations of some classical groups. Compositio Math. 116 (1999), no. 2, 133-166. ; Soudry, D. Endoscopy, theta liftings, and period integrals for unitary group in three variables. Ann. , 145(1997)(3), 419-476.


E. for vector bundles E on Xcp such that there is a finite etale covering IT : Ycp —> Xcp for which TT*E is trivial. 50 A. Werner Namely, for every finite vector bundle E on Xcp we choose a finite, etale and Galois covering is : Y 7Ti(XCp,x) -+ Gal(y C p /X C p ) -> 0. E is trivial, the fiber map T(Yc ,7r*E) —> (ir*E)y is an isomorphism. As a pullback bundle, 7r*£7 and also its set of global sections F(Ycp,7r*E) carries a natural Gal(>c p /Xc p )-action.

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