Eisenstein seriesFranke filtrationResidue of Eisenstein seriesLet G = S_(p4)/k be the k-split symplectic group of k-rank 2, where k is a totally real number field. In this paper we compute the Eisenstein cohomology of G with respect to any finite-dimensional, irreducible, k-rational ...
In number theory, a number field K is called totally real if for each embedding of K into the complex numbers the image lies inside the real numbers. Equivalent conditions are that K is generated over Q by one root of an integer polynomial P, all of the roots of P being real; or ...
当当中国进口图书旗舰店在线销售正版《【预订】Sum Formula for SL\(_2\) over a Totally Real Number Field 9780821842027》。最新《【预订】Sum Formula for SL\(_2\) over a Totally Real Number Field 9780821842027》简介、书评、试读、价格、图片等相关信息,尽在Dang
real number field 实数域 real quadratic field 实二次域 real field of view 实视场 abstract real field 抽象实域 The real n.现实 be real be real 也作 get real, 理智的, 现实的 相似单词 totally adv. 1.完全,全部地,整个地 REAL 资源配置(=Resource Allocation)一种程序,可以将各种资源...
We give a signed fundamental domain for the action on ℝn+ of the totally positive units E+ of a totally real number field k of degree n. The domain {(Cσ, wσ)}σ is signed since the net number of its intersections with any E+-orbit is 1, that is, for any x ∈ ℝn+,...
Sum Formula for SL2 Over a Totally Real Number Field 下载豆瓣客户端 豆瓣6.0全新发布× 豆瓣 扫码直接下载 iPhone·Android 作者:Roelof W·Bruggeman/Roberto J·Miatello 页数:81 ISBN:9780821842027 豆瓣评分 目前无人评价 评价: 写笔记 写书评 加入购书单 分享到 + 加入购书单...
For a totally real number field k, consider the extension K/k generated by the pth roots of 1, where p is an odd prime. Denote by ζ(s,k) the Dedekind zeta function of k and by S the set of primes of K + (the maximal real subfield of K) above p; assume that the primes in...
The special Values of Rankin-Selberg L-functions over a totally Imaginary field 01:06:37 The Structure of Selmer Groups of Elliptic Curves by Chan-Ho Kim 01:03:17 Weight Interlacing and Iwasawa Theory by Shilin Lai 01:02:48 Zeros of L-Functions Attached to Half-Integral Weight Modular...
We determine the totally real algebraic number field F of degree 6 with Galois group A5 and minimum discriminant, showing that it is unique up to isomorph ism and that it is generated by a root of the polynomialdoi:10.1080/10586458.1992.10504261David Ford...
摘要: Let be a totally real number field with Galois closure . We prove that if is a sum of squares in , then is a sum of <IMG WIDTH="235" HEIGH关键词: Rational sum of squares semidefinite programming totally real number field