New Rank Records For Elliptic Curves Having Rational Torsion

Elkies, Noam D.; Klagsbrun, Zev

doi:10.48550/arxiv.2003.00077

2020

DOI: 10.48550/arxiv.2003.00077

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New Rank Records For Elliptic Curves Having Rational Torsion

Noam D. Elkies¹,

Zev Klagsbrun²

Abstract: We present rank-record breaking elliptic curves having torsion subgroups Z/2Z, Z/3Z, Z/4Z, Z/6Z, and Z/7Z.

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New Rank Records For Elliptic Curves Having Rational Torsion

Abstract: We present rank-record breaking elliptic curves having torsion subgroups Z/2Z, Z/3Z, Z/4Z, Z/6Z, and Z/7Z.

Cited by 0 publications

References 15 publications

No citations

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