120 citations · 343 across the 55 of their papers we have counts for
4 papers · 2 filters
Tropical classes
Renzo Cavalieri, Andreas Gross, Hannah Markwig
We introduce a tropical geometric framework that allows us to define classes for moduli spaces of tropical curves of arbitrary genus. We prove correspondence theorems between a…
Combinatorics and real lifts of bitangents to tropical quartic curves
Maria Angelica Cueto, Hannah Markwig
Smooth algebraic plane quartics over algebraically closed fields have 28 bitangent lines. Their tropical counterparts often have infinitely many bitangents. They are grouped into s…
Tropical curves and covers and their moduli spaces
Hannah Markwig
This is a survey article written for the Jahresberichte der DMV. Tropical geometry can be viewed as an efficient combinatorial tool to study degenerations in algebraic geometry. Ab…
Moduli spaces of codimension-one subspaces in a linear variety and their tropicalization
Philipp Jell, Hannah Markwig, Felipe Rincón +1
We study the moduli space of -dimensional linear subspaces contained in a fixed -dimensional linear variety , and its tropicalization. We prove that these moduli space…