Surjectivity Criteria for p-adic Representations, Part II
arXiv:math/0307097 · doi:10.1007/s00229-004-0465-x
Abstract
We prove surjectivity criteria for -adic representations and we apply them to abelian varieties over number fields. In particular, we provide examples of Jacobians over $\dbQ$ of dimension whose 2-adic representations have as images $GSp_{2d}(\dbZ_2)$.
22 pages. Accepted for publication in Manuscripta Math