Counter-examples of high Clifford index to Prym-Torelli
arXiv:1001.3610
Abstract
We give examples of curves of arbitrarily high Clifford index such that the Prym map is not injective at any of their étale double covers.
13 pages
arXiv:1001.3610
We give examples of curves of arbitrarily high Clifford index such that the Prym map is not injective at any of their étale double covers.
13 pages