Geodesic

Volume 173 (2016) no. 3

Sommaire

Lang’s conjecture and sharp height estimates for the elliptic curves $y^{2}=x^{3}+b$
p. 197-224
On the generalized Fermat equation over totally real fields
p. 225-237
Counting elliptic curves of bounded Faltings height
p. 239-253
Supercongruences for the Almkvist–Zudilin numbers
p. 255-268
On consecutive integers divisible by the number of their divisors
p. 269-281
On arbitrary products of eigenforms
p. 283-295