Can I read Short Equations for the Genus 2 Covers of Degree 3 of an Elliptic Curve on EtoBox?

Short Equations for the Genus 2 Covers of Degree 3 of an Elliptic Curve by Rohde, Jan Christian is a scholarly article available to read on EtoBox.

What is Short Equations for the Genus 2 Covers of Degree 3 of an Elliptic Curve about?

E. Kani has shown that the Hurwitz functor, which parametrizes the (normalized) genus 2 covers of degree 3 of an elliptic curve, is representable. In this paper the corresponding moduli scheme and the universal family are explicitly calculated and described by short equations.

Author

Rohde, Jan Christian

Published

2005

Language

EN