本次的ref同上次,比较建议看[Col]与补充文章编辑于 2024-05-19 22:31・IP 属地北京 代数数论 数论 解析数论 赞同8添加评论 分享喜欢收藏申请转载 写下你的评论... 还没有评论,发表第一个评论吧 文章被以下专栏收录 Iwasawa theory讨论班笔记 Iwasawa theory讨论班的笔记整理 ...
Pages Main content:112 Keywords:P-adic number;P-adic L-function;Dirichlet character;L-function;Theorem;Special case;Cyclotomic field;Algebraic number field;Existential quantification;Algebraic number;Power series;Algebraic number theory;Arithmetic function;Algebraic closure;Series (mathematics);Meromorphic funct...
3) p-adic L-function p进 L 函数 4) p-valent function p叶函数 1. In this paper, Some properties of Hadamard product of two p-valent function class T (A , B) and C,(. 给出了两个具有负系数P叶函数族T_p~*(A,B)与C,(A,B)的Hadamard积的若干性质。 更多例句>> 5...
On the μ-invariant of two-variable primitive p-adic L-functions Using the idea of Sinnott, Gillard and Schneps, we prove the μ -invariant is zero for the two-variable primitive p -adic L -function constructed by Kang (... YL Kang,HR Qin - 《Science China Mathematics》 被引量: 4发...
Let p be an odd prime. Let f 1 {f_{1}} and f 2 {f_{2}} be weight 2 cuspidal Hecke eigenforms with isomorphic residual Galois representations at p . Greenberg–Vatsal and Emerton–Pollack–Weston showed that if p is a good ordinary prime for the two forms
The fact that the p-adic L-function is the Gamma transform of a rational function was a crucial ingredient in Sinnott's proof [10] of the vanishing of the μ-invariant for the cyclotomic Zp-extension of an abelian number field. 3. The minus side From Equation (2.1), one can deduce th...
arXiv:math/0511672v2 [math.NT] 20 Jan 20061On the leading terms ofZeta isomorphisms and p-adic L-functionsin non-commutative Iwasawa theoryDedicated to John CoatesDavid Burns and Otmar VenjakobAbstract. We discuss the formalism of Iwasawa theory descent inthe setting of the localized K1-groups ...
最早的 p-adic解析几何是 Tate 提出的 rigid analytic geometry,动机是 Tate curves 的 uniformization,...
{lhavenoexceptionalvalue.Keywords:p—adicfield;meromorphicfunction;valuedistribution 山东大学硕士学位论文 第一章 预备知识 1925年,R.Nevanlinna建立了复数域上的亚纯函数值分布理论,经过几 十年的不断发展和完善,学者们以值分布论为工具,取得了诸多令人瞩目的 成果.近些年来,p-adic域上的亚纯函数值分布论的研究...
特征展开定理亦由L.戈尔丁得出。 对于奇异情形,例如薛定谔方程 的谱问题,可以证明存在谱函数S(x,y,λ),特征展式为。由于可能出现连续谱,S(x,y,λ)一般不一定能写成前述特征函数双线和的形式。判定奇(异)微分算子谱的离散性是很有意义的工作。已经出现各种充分条件。不过关于特征值与特征函数渐近性质的研究,还...