Langlands functoriality
WebbAlgebraicity of automorphic representations: The functoriality approach The Langlands correspondence for number fields predicts a precise distinguished subclass of all automorphic representations that should be in correspondence with pure motives (and so also with their various realizations: certain Galois representations, pure Hodge … Webb4 nov. 2024 · According to the Langlands functoriality conjecture, broadened to the setting of spherical varieties (of which reductive groups are special cases), a map between L-groups of spherical varieties… Expand 7 PDF View 10 …
Langlands functoriality
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WebbThis is a survey upon past works of Langlands’s work on functoriality conjectures and linked works including the works of Braverman both Kazhdan on the functional equation … Webb11 juni 2012 · In this thesis we prove p-adic Langlands functoriality in two settings. Firstly we prove a p-adic Labesse–Langlands transfer from the group of units in a definite …
Webb25 juli 2024 · Langlands reciprocity is closely intertwined with Langlands functoriality—the transfer of automorphic representations from one group to another … WebbCurrent Status on Langlands Program. Asked 9 years ago. Modified 4 years, 9 months ago. Viewed 7k times. 39. The Langlands Program was launched almost fifty years …
Webbmula. Braverman-Kazhdan’s approach to functional equation would bypass the functoriality conjecture, and in fact, may give another route to functoriality if it is … WebbFunctoriality famously had its roots in the seventeen-page letter that Lang-lands gave to Andr e Weil in 1967 [L2]. He wrote some of the details shortly afterwards in the article …
WebbThis book provides a step-by-step introduction to these developments and explains how the Langlands functoriality conjecture implies solutions to several outstanding …
Webb26 feb. 2010 · Zenas公理，能在期刊发表了吗？ 我写的1页 短文《“同行评议”悖论 与Zenas公理》，好人编 辑说：“文章完成审阅，可以在我刊发表。. 关 于“ Zenas公 理”是“谁公开的，在哪里公开的？ ”的说明，不 知道是否合适？ 感谢您的指教！ 一、私人信件的著作权 honeymoon package for andamanWebbof functoriality for GL(2), using the Selberg trace formula. Langlands’ work on base change for GL(2) proved further cases of functoriality, which played a role in Wiles’ … honeymoon package for lakshadweephttp://sunsite.ubc.ca/DigitalMathArchive/Langlands/functoriality.html honeymoon package all inclusiveWebb7 juni 2024 · We study the basic geometry of a class of analytic adic spaces that arise in the study of the extended (or adic) eigenvarieties constructed by … honeymoon overwater bungalows caribbeanWebb4 nov. 2024 · Spherical varieties, functoriality, and quantization. We discuss generalizations of the Langlands program, from reductive groups to the local and automorphic spectra of spherical varieties, and to more general representations arising as "quantizations" of suitable Hamiltonian spaces. To a spherical -variety , one associates … honeymoon package for kullu manaliWebbAt any rate, the Jacquet-Langlands correspondence is not a bijection between the two cuspidal spectra. More precisely, let D be a quaternion algebra over a number field F, and consider the groups G = P D × and G ′ = P G L 2. Then the Jacquet-Langlands correspondence injects the automorphic representations of G ( A F) into those of G ′ ( A … honeymoon package for andaman and nicobarWebbAbstract. Functoriality conjecture is one of the central and influential subjects of the present day mathematics. Functoriality is the profound lifting problem formulated by … honeymoon package in coorg