The supersingular locus of unitary Shimura varieties with exotic good reduction
classification
🧮 math.AG
math.NT
keywords
approachexoticgoodlocusreductionshimurasupersingularunitary
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In this paper, we use a group-theoretic approach to give a concrete description of the geometric structure of the supersingular locus of unitary Shimura varieties with exotic good reduction. This approach also is a more uniform way to prove results of this form obtained previously by, for example, Vollaard-Wedhorn and Rapoport-Terstiege-Wilson.
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The basic locus of ramified unitary Shimura varieties of signature $(n-1,1)$ at maximal vertex level
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