Automorphic forms, representations and L-functionsGianCarlo Rota
GTM52, Hartshorne的Algebraic geometry如果问一个学自守表示的人,也许他会推荐很多入门教材给你,例如D. Bump的Automorphic forms and representations,Goldment的Notes on Jacquet and Langlands,Gelbert的Automorphic forms on Adele Groups……但如果你问一个自守表示的专家,让他选择一本他手头必备的教材,那一定是这本...
Yiannis Sakellaridis - Perspectives on Automorphic L-Functions 242 -- 1:07:25 App Arthur-César le Bras - p-adic Geometry, 4: Banach-Colmez spaces 254 -- 1:29:53 App Vincent Pilloni - p-adic Automorphic Forms, 2 324 -- 28:20 App [SAG4] Marc Nieper-Wißkirchen - Discussion res...
Special Values of Automorphic L-functions and Associated p-adic L-Functions 1643 -- 28:37:11 App Representations of Reductive p-adic Groups and Langlands program 2046 -- 1:00:01 App 【p进群的表示】【IAS】Representations of p-adic groups by Jessica Fintzen 450 -- 39:34:19 App Automorphic...
Though Voronoi originally deduced his formulasfrom Poisson summation in R2, applied to appropriately chosen test functions,one nowadays views his formulas as identities involving the Fourier coefficientsof modular forms on GL(2), i.e., modular forms on the complex upper halfplane. A discussion of ...
L-functions and periods of adjoint motives with Deligne's conjecture on critical values of L-functions. When the automorphic representations are of motivic type, it is shown that the L-values tha... M Harris - 《Algebra & Number Theory》 被引量: 32发表: 2013年 Representations of $C^*$...
We study the L-functions associated to Siegel modular forms (equivalently,automorphic representations of ${m GSp}(4,\\mathbb{A}_{\\mathbb{Q}})$) boththeore... DW Farmer,NC Ryan,R Schmidt - 《Pacific Journal of Mathematics》 被引量: 12发表: 2010年 On the zeta function of quaternionic...
对于实解析的Maass形式也可以发展完全类似的理论,参见我们之前的讨论。这种情况下的Ramanujan-Petersson猜想仍是开问题。另一方面,可以利用表示论的观点对Hecke理论进行重述和推广,参见Bump,Automorphic Forms and Representations. 参见他在1960年写给Serre的私人信件。Milne,The Riemann Hypothesis over Finite Fiels: From ...
26 UNSUPERVISED LEARNING OF HIERARCHICAL REPRESENTATIONS OF NATURAL IMAGES WITH VAR 1:07:55 NICOLAS BOUSQUET_ FAST TRANSFORMATIONS BETWEEN COLORINGS 54:38 ANTI-RAMSEY NUMBERS FOR FORESTS AND SHORT CYCLES 1:05:46 ASYMPTOTIC FOR THE CUBIC MOMENT OF MAASS FORM L-FUNCTIONS 1:01:59 ÜBERHOMOLOGY OF...
来自 掌桥科研 喜欢 0 阅读量: 8 作者: V Gritsenko 摘要: Blow up of the Cohen-Kuznetzov operator and an automorphic problem of K. Saito (Automorphic Representations, Automorphic Forms, L-functions, and Related Topics) Gritsenko Valery RIMS Kokyuroku 1617, 83-97, 2008-10 年份: 2008 ...