The jacobian and formal group of a curve of genus 2 over an arbitrary ground field
We present an explicit model of the Jacobian variety, and give a set of quadratic defining equations. We develop constructively the theory of formal groups for genus 2, including an explicit pair of local parameters which induce a formal group law defined over the same ring as the coefficients of th...
Váldodahkki: | Flynn, E |
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Materiálatiipa: | Journal article |
Almmustuhtton: |
1990
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Geahča maid
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THE JACOBIAN AND FORMAL GROUP OF A CURVE OF GENUS-2 OVER AN ARBITRARY GROUND FIELD
Dahkki: Flynn, E
Almmustuhtton: (1990) -
THE GROUP LAW ON THE JACOBIAN OF A CURVE OF GENUS-2
Dahkki: Flynn, E
Almmustuhtton: (1993) -
The group law on the jacobian of a curve of genus 2
Dahkki: Flynn, E
Almmustuhtton: (1993) -
An analog of the Edwards model for Jacobians of genus 2 curves
Dahkki: Flynn, EV, et al.
Almmustuhtton: (2024) -
Two-coverings of Jacobians of curves of genus two
Dahkki: Flynn, E, et al.
Almmustuhtton: (2009)