Explicit upper bound for the rank of J_0(q), by Emmanuel Kowalski and Philippe Michel
We provide, on the Birch and Swinnerton-Dyer conjecture, an explicit
upper bound for the rank of the Mordell-Weil group of the Jacobian of
the modular curve X_0(q) for q prime large enough, namely
rank J_0(q)< 6.5 dim J_0(q).
The file j0q-pari.dvi contains the .dvi version of the commented
listing of the Pari/GP program used for the computations of the paper
``Explicit Upper Bound for the rank of J_0(q)''.
Emmanuel Kowalski and Philippe Michel <email@example.com>