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William A. Stein's Modular forms database
The Modular Forms Database William A. Stein Tables The Modular Forms Explorer Elliptic Curves Calculator Software Papers Lecture notes If you have any questions or comments, please send email to was@math.harvard.edu. In order to make these tables, I made extensive use of MAGMA, C++, LiDIA, and PARI, and greatly appreciate the work of the designers of these packages. If you find these tables ...
Preview Site   modular.fas.harvard.edu/Tables/   reviews

High rank elliptic curves with prescribed torsion
Table with ellitic curves with largest known ranks for curves with given torsion group ...
Preview Site   www.math.hr/~duje/tors/tors.html   reviews

Rational Points on Elliptic Curves
Rational Points on Elliptic Curves (last updated, Jul. 30, 2002) Curves (Short) Weierstrass forms Diophantine Equations y2 = x3 + b y2 = x3 + ax y2 = x3 + ax + b X3 + Y3 = A A : integer, X, Y : rational (y2 = x3 - 432A2) y2 = Dx4+1 Congruent numbers : D (y2 = x3 - D2x) Concordant numbers : n (y2 = x(x+1)(x+n) ) y2 = (x+p)(x2+p2) (x+y+z)(1/x+1/y+1/z)=n n, x, y, z : integer (y2 = x3 + (n2-6n-3)x2 ...
Preview Site   www.asahi-net.or.jp/~KC2H-MSM/ec/eca1/index.htm   reviews

Modular Polynomials
Modular Polynomials visitors since Sep. 18, 2000. This page links to the data of modular polynomials. There is also a Perl program mpoly.pl that generates a Maple program to use modular polynomial data. Now we have the data up to level 95 (4/1/2002). INSTRUCTION Download modular polynomial data of prime level in plain text format from Fujitsu Laboratory: http://www.labs.fujitsu.
Preview Site   matha.e-one.uec.ac.jp/~kida/modularpoly.html   reviews

Class polynomials of CM-fields
Hier eine kurze Beschreibung rein!
Preview Site   www.exp-math.uni-essen.de/zahlentheorie/classpol/class.html   reviews

Best known conductors for elliptic curves of given rank
Best known conductors for elliptic curves of given rank The curves are given in the form . There are four classes of curves here, which I've colour-coded in what I hope is a meaningful way: Green Curve is known to have the smallest conductor for that rank, as a result of an exhaustive search over conductors Blue Curve is known to have the smallest conductor for that rank among curves with ...
Preview Site   tom.womack.net/maths/conductors.htm   reviews

Elliptic curves with unusual torsion
Preview Site   tom.womack.net/maths/torsion.htm   reviews

Infinite families of eliptic curves with high rank and prescribed torsion
Tables with currents records for generic ranks of elliptic curves with given torsion group ...
Preview Site   www.math.hr/~duje/tors/generic.html   reviews

Tables of Drinfeld modules
Tables of rank one Drinfeld modules Complete tables of sign-normalized, rank one, Drinfeld modules on the elliptic curves over finite fields of order less than 16 were computed by Dummit and Hayes (Mathematics of Computation, 62, 875-883) in 1994. These tables are available in two usable formats by anonymous ftp. The first format is designed for inclusion in TeX documents, and the second is ...
Preview Site   www.math.umass.edu/~dhayes/dmods.html   reviews

Elliptic curves with complex multiplication
Elliptic curves with CM defined over extensions of type (2, ..., 2) Joan-C. Lario This horizontal page contains data on the finite set (up to isomorphism) of elliptic curves with complex multiplication defined over extensions of type (2, ..., 2). An elliptic curve over the complex numbers is said to have CM if its algebra of endomorphisms is larger than the ring of rational integers. Class Field ...
Preview Site   www-ma2.upc.es/~lario/ellipticm.htm   reviews



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