3 papers
math.AG2023
The embedding theorem in Hurwitz-Brill-Noether Theory
Kaelin Cook-Powell, David Jensen, Eric Larson +2
We generalize the Embedding Theorem of Eisenbud-Harris from classical Brill-Noether theory to the setting of Hurwitz-Brill-Noether theory. More precisely, in classical Brill-Noethe…
math.AG2020
Tropical Methods in Hurwitz-Brill-Noether Theory
Kaelin Cook-Powell, David Jensen
Splitting type loci are the natural generalizations of Brill-Noether varieties for curves with a distinguished map to the projective line. We give a tropical proof of a theorem of…
math.AG2019
Components of Brill-Noether Loci for Curves with Fixed Gonality
Kaelin Cook-Powell, David Jensen
We describe a conjectural stratification of the Brill-Noether variety for general curves of fixed genus and gonality. As evidence for this conjecture, we show that this Brill-Noeth…