Examples of curves of high Clifford index with isomorphic Prym
varieties
-- Elham Izadi, September 17, 2010

<p>                        
                                                                                                                     
The Prym map associates an abelian variety to a double cover of
curves. The Prym map is generically injective. We     
construct examples of curves of arbitrarily high Clifford index
where the Prym map fails to be injective. This is     
joint work with Herbert Lange.