On Reduction of Hilbert-blumenthal Varieties

@inproceedings{YuOnRO,
  title={On Reduction of Hilbert-blumenthal Varieties},
  author={C. Y. Yu}
}
Let O F be the ring of integers of a totally real field F of degree g. We study the reduction of the moduli space of separably polarized abelian O F-varieties of dimension g modulo p for a fixed prime p. The invariants and related conditions for the objects in the moduli space are discussed. We construct a scheme-theoretic stratification by a-numbers on the Rapoport locus and study the relation with the slope stratification. In particular, we recover the main results of Goren and Oort [GO] on… CONTINUE READING

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