Iwasawa Theory: p-adic L-Functions Nicolas Keng “平凡浓郁的生活” 来自专栏 · L函数的算术: BSD猜想 创作声明: 内容包含剧透 31 人赞同了该文章 目录 收起 Iwasawa的构造 Coleman的构造 STEP1. Coleman幂级数 STEP2. 选取(依赖于 和 的)代表元 STEP3. 构造 . 我们来介绍Iwasawa理论中p-...
首发于Iwasawa theory讨论班笔记 切换模式写文章 登录/注册Iwasawa讨论班第三次——Iwasawa TheoryⅠ 爱作死的闪闪君 蒟蒻北大数院大三生,萌新求带～ 22 人赞同了该文章 Iwasawa讨论班——目录 - 知乎 (zhihu.com) 本次主要内容是证明Iwasawa theorem,前半部分摘自[Sha],主体证明部分摘自GTM83...
The Institute for Advanced Study. Christopher Skinner and Eric Urban, The Iwasawa main conjectures for, Invent. Math. 195 (2014), no. 1, 1–277. Xin Wan, Iwasawa main conjecture for Rankin-Selberg-adic -functions, Algebra Number Theory 14 (2020), no. 2, 383–483. Download references...
该系列主要上传本学期Iwasawa Theory(岩泽理论)讨论班的笔记,References包括 [Sha] Romyar Sharifi's on Iwasawa theory,https://www.math.ucla.edu/~sharifi/iwasawa.pdf. [Col] P. Colmez's notes in Tsinghua,https://webusers.imj-prg.fr/~pierre.colmez/tsinghua.pdf. 具体讨论班安排以及参考用书可见知...
feelforthearithmeticsideofIwasawatheoryasmuchaspossiblewiththeclear goalofdiscussingthemainconjecture.Tothisend,analyticargumentsare generallyomittedentirely.Thestudentswereassumedtobefamiliarwithbasic algebraicnumbertheoryandhavebeenexposedtoclassfieldtheorypreviously. Backgroundmaterial is presented, though in more ...
n.岩泽理论 网络释义 1. 岩泽理论 岩泽理论(Iwasawa Theory)上午 10:30 及 2:30Seminars: 每日中午 1:00 9月4 日 主讲人: 王千真 博士 (NCTS) 讲题 :On Metapl… math.cts.nthu.edu.tw|基于4个网页
iwasawa theoryselmer complexesmotivesETNCiwasawa invariantshida familiesIn [A formulation of conjectures on p-adic zeta functions in non-commutative Iwasawa theory, in Proc. St. Petersburg Mathematical Society, Vol. 12, American Mathematical Society Translations, Series 2, Vol. 219 (American ...
Selmer schemes generalize Selmer groups by allowing non-abelian coefficients. Given the success of Iwasawa theory in the study of Selmer groups, it is natural to wonder whether its non-abelian analogue can be analyzed using similar tools...
the “main conjecture” of equivariant Iwasawa theory, as formulated in [2, p.564], holds when G = G(K/k) is a pro-l group with an abelian subgroup G ′ of index l. We quickly repeat the general set-up and, in doing so, refer the reader to [5, 1] for facts and notation ...
Mathematics - Number TheoryMathematics - Commutative Algebra11R2313F25Let $\\L$ be a non-noetherian Krull domain which is the inverse limit ofnoetherian Krull domains $\\L_d$ and let $M$ be a finitely generated $\\L$-modulewhich is the inverse limit of $\\L_d$-modules $M_d\\,$....