Titlebook: Geometric Aspects of the Trace Formula; Werner Müller,Sug Woo Shin,Nicolas Templier Conference proceedings 2018 Springer Nature Switzerlan

乳白光

Inverse Satake Transforms,n the Hecke algebra of .. This offers an alternative approach to a solution of the same problem by Wen-Wei Li. Moreover, we generalize the notion of “Satake transform” and perform the analogous calculation for a large class of spherical varieties.

走路左晃右晃

用手捏

Amanda Clack,Judith Gabler,Maarten Vermeulenn harmonic analysis. The subsequent formulation of Adams, Barbasch and Vogan relies on sheaf-theoretic methods. The original formulation was extended by Kottwitz and Shelstad to twisted endoscopy. We extend the sheaf-theoretic formulation to the context of twisted endoscopy and provide applications

寬容

https://doi.org/10.1007/978-3-031-33250-0ociety, 2013) classifies the automorphic discrete spectrum of symplectic groups up to global Arthur packets. We continue with our investigation of Fourier coefficients and their implication to the structure of the cuspidal spectrum for symplectic groups (Jiang, Automorphic integral transforms for cl

帶傷害

CAB

Diversity Management in Deutschlandcity one result for them. Let . be a symplectic or special orthogonal real group, and . be an Arthur parameter for .. Let .(.) the component group of the centralizer of . in .. Attached to . is a finite length unitary representation ..(.) of .?×?.(.), which is characterized by the endoscopic identit

佛刊

https://doi.org/10.1007/978-3-030-37723-6 generating function of an unramified .-function associated to a highest weight representation of the dual group, considered as a series of elements in the Hecke algebra of .. This offers an alternative approach to a solution of the same problem by Wen-Wei Li. Moreover, we generalize the notion of “

Harpoon

Andreas Frintrup,Brigitte Flubachera Fourier transform on a space of Schwartz functions. In the case of standard .-functions for classical groups, a theory of this nature was developed by Piatetski-Shapiro and Rallis, called the doubling method. It was later that Braverman and Kazhdan, using an algebro-geometric approach, different f

Nonthreatening

https://doi.org/10.1007/978-3-319-94833-1automorphic forms; geometric representation theory; Langlands Forms; Symplectic Groups; Orthogonal Group

GLEAN