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Galois action on some ideal section points of the abelian variety associated with a modular form and its application
Published online by Cambridge University Press: 22 January 2016
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For an integer N let X1(N) be the modular curve defined over Q which corresponds to the modular group Γ1(N) To each primitive cusp form f ═ Σ amqm, a1═1, (Γ normalized new form in the sense of [1]) on Γ1(N) of weight 2, there corresponds a factor Jf of the jacobian variety of X1(N) (cf. Shimura [19]).
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- Copyright © Editorial Board of Nagoya Mathematical Journal 1983
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