• Frobenius distribution for quotients of Fermat curves of prime exponent 

      Fité, Francesc; González Rovira, Josep; Lario Loyo, Joan Carles (2015-06-18)
      Article
      Accés obert
      Let C denote the Fermat curve over Q of prime exponent l. The Jacobian Jac(C) of C splits over Q as the product of Jacobians Jac(C_k), 0< k < l-1, where C_k are curves obtained as quotients of C by certain subgroups of ...
    • Sato-Tate distributions and Galois endomorphism modules in genus 2 

      Fité, Francesc; Kedlaya, Kiran; Rotger Cerdà, Víctor; Sutherland, Andrew (2012)
      Article
      Accés restringit per política de l'editorial
      For an abelian surface A over a number eld k, we study the limit- ing distribution of the normalized Euler factors of the L-function of A. This distribution is expected to correspond to taking characteristic poly- nomials ...