The Ordinary Limit for Varieties over Z[x1,...,xr]
Abstract
We investigate for families of smooth projective varieties over a localized polynomial ring Z[x1,...,xr][D-1] the conjugate filtration on De Rham cohomology tensored with Z/NZ. As N tends to infinity this leads to the concept of the ordinary limit, which seems to be the non-archimedean analogue of the large complex structure limit
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