WebThe point is that spherical varieties have good combinatorics: they have now been classi ed (over C) in a way analogous to the classi cation of split reductive groups via root datum. …
A Conjecture of Sakellaridis-Venkatesh on the Unitary Spectrum of ...
Weblanglands duality spherical variety many aspect finite-dimensional representation perverse sheaf algebraic model affine spherical g-variety certain tensor category dual group loop … Web4. 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 … production systems gillette wy
Hall algebras of curves, commuting varieties and Langlands …
Web20. okt 2024 · To describe the contents of the paper in more detail, in Sect. 2 I introduce the formalism of “the L-group of Howe duality” and Adams’ conjecture—which are, however, only needed to establish the analogy with the “relative Langlands program” for spherical varieties, not for any of the results which follow. WebSpherical varieties, L-functions, and crystal bases Sept 30 Olivier Dudas (CNRS) Macdonald polynomials and decomposition numbers for finite unitary groups Oct 7 Viktor Ostrik (U. Oregon, Eugene) Two dimensional field theories and partial fractions Oct 14 Maarten Solleveld (Radboud Universiteit) Bernstein components for p-adic groups Oct 21 WebSPHERICAL VARIETIES AND LANGLANDS DUALITY DENNIS GAITSGORY AND DAVID NADLER Abstract. Let G be a connected reductive complex algebraic group. This paper is … relationship application form