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Multiplicities for Strongly Tempered Spherical Varieties

Chen Wan · Lei Zhang

2022 · arXiv preprint0 Foruma page views

Primary:math.RTRepresentation TheoryCross-list:math.NTNumber Theory
arXiv:2204.07977v2Source snapshot · 22 Aug 2023View source

Abstract

In this paper, we study the local multiplicity of 10 strongly tempered spherical varieties. We will formulate a uniform epsilon dichotomy conjecture for all these models regarding the unique distinguished element in tempered LL-packets. Then we will prove this conjecture in many cases, including all the Archimedean cases.

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First submitted 17 Apr 2022. Metadata retrieved 27 Oct 2026. Page created 27 Oct 2026.

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