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math.AG2018
On hyperelliptic curves of genus 3
Lubjana Beshaj, Monika Polak
We study the moduli space of genus 3 hyperelliptic curves via the weighted projective space of binary octavics. This enables us to create a database of all genus 3 hyperelliptic cu…
math.AG2018
The weighted moduli spaces of sextics
Lubjana Beshaj, Scott Guest
We use the weighted moduli height as defined in \cite{sh-h} to investigate the distribution of fine moduli points in the moduli space of genus two curves. We show that for any genu…