Prépublication de l'I.R.M.A.R. 99-53
We generalize a result of Chen concerning an isogeny between products of jacobians of modular curves associated to subgroups of~$\GL_2(\FF_p)$. This generalization concerns objects with an action by $\GL_2(\FF)$, with $\FF$ an arbitrary finite field, in more general additive categories.
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