1 citations · 1 across the 2 of their papers we have counts for
2 papers
math.AG2011★ 1 cited
The degree of the third secant variety of a smooth curve of genus 2
Andrea Hofmann
We give a new method of computation of the degree of the third secant variety of a smooth curve C in P^(d-2) of genus 2 and degree d>=8, using the presentation of the third secant…
math.AG2011
The ideal of curves of genus 2 on rational normal scrolls
Andrea Hofmann
Given a smooth curve of genus 2 embedded in P^(d-2) with a complete linear system of degree d>=6, we list all types of rational normal scrolls arising from linear systems g^1_2 and…