Computational Number Theory

Tables and computations

In this pages you will find browsable interfaces to tables and computations on elliptic curves, quadratic forms, and modular forms.
This project is part of the computational component of the NSF award DMS 0200605, P/I Fernando Rodriguez Villegas ⟨villegas@math.utexas.edu⟩.

Original computations

• Henri Darmon and Gonzalo Tornarķa, Traces of Stark-Heegner points for elliptic curves of prime conductor and rank 1 (Nov 2007).
• Gonzalo Tornarķa, Data about the central values of the L-series of (imaginary and real) quadratic twists of elliptic curves (Jan 2004).

Interactive tables

• Cremona's table of elliptic curves.
  Up to conductor 130000.
  Data taken from Elliptic Curve Data.
• William Stein's table of weight 2 newforms.
  Data taken from The Modular Forms Database.
• Table of Ternary Quadratic Forms.
  Data computed by Gonzalo Tornarķa.