1 citations · 1 across the 1 of their papers we have counts for
3 papers
math.AG2022★ 1 cited
The Ceresa class and tropical curves of hyperelliptic type
Daniel Corey, Wanlin Li
We define a new algebraic invariant of a graph called the Ceresa-Zharkov class and show that it is trivial if and only if is of hyperelliptic type, equivalently, does n…
math.AC2021
Syzygies of : data and conjectures
Juliette Bruce, Daniel Corey, Daniel Erman +3
We provide a number of new conjectures and questions concerning the syzygies of . The conjectures are based on computing the graded Betti tables an…
math.CO2019
Tropical curves of hyperelliptic type
Daniel Corey
We introduce the notion of tropical curves of hyperelliptic type. These are tropical curves whose Jacobian is isomorphic to that of a hyperelliptic tropical curve, as polarized tro…