Elliptic Curves and Modular Forms Number Theory

• Software
• Tables

• 14H52: Elliptic Curves  - Provides discussions on algebraic geometry, number theory, and factorization. Includes software and tables.
• Arithmetic of Cuves  - Provides a list of the author's list of papers with postscript files of eight lectures. Includes seminar lecture series.
• Bibliography for Automorphic and Modular Forms, L-Functions, Representations, and Number Theory  - Presents a bibliography compiled by the author for the students. Also shows links and contact details.
• The Birch and Swinnerton-Dyer Conjecture  - Provides a mission to increase and disseminate mathematical knowledge to young people. Also contains history and contact details.
• Counting Points on Elliptic Curves  - Provides a recently established new records for point counting. With sample equations and results.
• Elliptic Curves and Elliptic Functions  - Provides discussions on the group structure of an elliptic curve and an arithmetic on elliptic curves. With basic concepts and results.
• Elliptic Curves and Formal Groups  - Features copies of the lecture notes during seminars. Also includes errata and compliments.
• Elliptic Curves Handout  - Provides information about the course MA 426 on elliptic curves. With a 2005 mailing list.
• Elliptic Curves II  - Provides the author's list of literary works. Includes lectures, tables, and a list of participants.
• Elliptic Curves with H. A. Verrill  - Contains a book discussion on elliptic curves. With pictures, notes on lectures, and useful links.
• Explicit Approaches to Modular Abelian Varieties  - Provides a biography of the author. Also includes details of the investigations of the Berch and Swinnerton Dyer conjecture.
• History of Elliptic Curve Rank Records  - Contains a table which contains some historical data on elliptic curve rank records. With references.
• Kolyvagin Seminar  - Contains practical information, seminar description, lecture notes, and lecture schedule. Also shows references.
• Mathematical Things  - Presents the author's work on computational number theory. Also presents useful links.
• Modular Forms Course  - Provides the author's selected talks he has given. With some notes from other people.