The Prym variety of a dilated double cover of metric graphs
arXiv:2303.03904
Abstract
We calculate the volume of the tropical Prym variety of a harmonic double cover of metric graphs having non-trivial dilation. We show that the tropical Prym variety behaves discontinuously under deformations of the double cover that change the number of connected components of the dilation subgraph.
17 pages, 3 figures