For GL_n over unramified p-adic fields, the paper proves the strongly generic part of the categorical local Langlands conjecture with F_l coefficients and derives Harris-Viehmann type identities and torsion vanishing for type A Shimura varieties.
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Categorical local Langlands and torsion classes of some Shimura varieties
For GL_n over unramified p-adic fields, the paper proves the strongly generic part of the categorical local Langlands conjecture with F_l coefficients and derives Harris-Viehmann type identities and torsion vanishing for type A Shimura varieties.