From: u943254@daimi.au.dk (Jesper Petersen)
Subject: Rank 6 and higher elliptic curves
Date: 14 Apr 00 12:15:58 GMT
Newsgroups: sci.math.numberthy
Summary: [missing]

Dear number theorists,

Today, within the 1-parameter familiy of elliptic curves Y^2=X^3+K, K>0, I
discovered the curve Y^2=X^3+3030569 of rank 6. This is so far the
"smallest" (in terms of K) rank 6 curve I have found.

Now, I would like to know:

1) Can anyone supply a rank 6 curve with smaller K?
2) Can anyone supply higher rank curves with relatively small K?

Thanks in advance,

Jesper Petersen,
Aarhus, Denmark