On the period map for abelian covers of projective varieties

We need a projective regular model P of A K over the ring of integers O K in K and extensions of homologically trivial cycles on A K to P which are perpendicular to cycles supported

The passage from the non-uniform statement of Theorem 2 to the uniform statement of Theorem 1 is achieved by embedding X in a universal subvariety of a power of A

fixed points of this automorphism of 11 are the points corresponding to hyperelliptic curves. These are known facts in the theory of the Teichmuller space.. The

For our purposes, the main result of [13] (Proposition 2.13) is that an M -regular coherent sheaf on an abelian variety is continuously globally generated..

Chow group of codimension p cycles modulo rational equivalence on X and by Griffp(X) the subquotient of Ap(X) consisting of cycles which are homologically equivalent

asks whether or not the field of moduli for a curve or a principally polarized abelian variety coincides with the residue field at the point on.. the coarse moduli

A deformation within nl will split each branch point of order n into several branch points of lower order; a stratification of these deforma- tions can be given in the

VIEHWEG: On a characterization of an abelian variety in the classification theory of algebraic varieties. KODAIRA: Holomorphic mappings of polydiscs into compact