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math.NT2012
Heegner points and Jochnowitz congruences on Shimura curves
Stefano Vigni
Given a rational elliptic curve E, a suitable imaginary quadratic field K and a quaternionic Hecke eigenform g of weight 2 obtained from E by level raising such that the sign in th…
math.NT2012
Vanishing of special values and central derivatives in Hida families
Matteo Longo, Stefano Vigni
The theme of this work is the study of the Nekovář-Selmer group H^1_f(K,T) attached to a twisted Hida family T of Galois representations and a quadratic number field K. The results…