Establishes arithmetic level raising for quaternionic unitary Shimura varieties of degree four at ramified primes, using supersingular locus descriptions related to Siegel threefolds.
Gross, On the Satake isomorphism , Galois representations in arithmetic algebraic geometry (Durham, 1996) , London Math
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Arithmetic level raising for certain quaternionic unitary Shimura variety
Establishes arithmetic level raising for quaternionic unitary Shimura varieties of degree four at ramified primes, using supersingular locus descriptions related to Siegel threefolds.