Download Introduction to Abelian Varieties (Crm Monograph Series) fb2
by V. Kumar Murty
- ISBN: 0821869957
- Category: Math & Science
- Author: V. Kumar Murty
- Subcategory: Mathematics
- Other formats: azw mbr txt docx
- Language: English
- Publisher: Amer Mathematical Society (September 1, 1993)
- Pages: 112 pages
- FB2 size: 1889 kb
- EPUB size: 1794 kb
- Rating: 4.2
- Votes: 392
Introduction to Abelian Varieties. Book Series Name: CRM Monograph Series. Volume: 3. Publication Month and Year: 1993-08-05.
Introduction to Abelian Varieties.
Introduction to Abelian Varieties book. Introduction to Abelian Varieties (Crm Monograph Series, Vol 3). ISBN. 0821869957 (ISBN13: 9780821869956).
Classical results on abelian varieties show that if K has characteristic zero, or characteristic ℓ where the prime . Murty, V. Kumar (2000), Introduction to abelian varieties, CRM Monograph Series, 3, American Mathematical Society, ISBN 978-0-8218-1179-5.
Classical results on abelian varieties show that if K has characteristic zero, or characteristic ℓ where the prime number p ≠ ℓ, then Tp(G) is a free module over Zp of rank 2d, where d is the dimension of G. In the other case, it is still free, but the rank may take any value from 0 to d (see. for example Hasse–Witt matrix). American Mathematical So. 1986. Zeros and poles of Artin L-series. Mathematical Proceedings of the Cambridge Philosophical Society 105 (1), 5-11, 1989. The Euclidian algorithm for S integers. R Gupta, VK Murty, MR Murty.
This item: Lectures on Hilbert Modular Varieties and Modular Forms (Crm Monograph Series).
Kumar Murty, Introduction to abelian varieties, CRM Monograph Series, Volume 3, 1993, American Math. 1997) Modular Forms and Dirichlet Series. In: Non-vanishing of L-Functions and Applications. Progress in Mathematics, vol 157. Society, Providence, USA. Chapters 9-11.
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Murty, V. Kumar, Introduction to Abelian Varieties, CRM, 1993. Serre: Lectures on the Mordell-Weil theorem, Vieweg, 1989.
If you did not find the book or it was closed, try to find it on the site: G. Maruti Ram Murty; Vijaya Kumar Murty.
If you did not find the book or it was closed, try to find it on the site: GO. Exact matches. Non-vanishing of L-Functions and Applications (Progress in Mathematics). Ram M. Murty, Kumar V. Murty. Download (PDF). Читать.
Suppose we have a Dirichlet series L(s) ∑n 1∞a nn −s such that it, and its twists by Dirichlet characters have analytic continuation and a functional equation of a specific kind. Suppose also that the root numbers of the twists are equidistributed on the unit circle.