Tropical $\psi$ classes

Abstract

We introduce a tropical geometric framework that allows us to define $\psi$ classes for moduli spaces of tropical curves of arbitrary genus. We prove correspondence theorems between algebraic and tropical $\psi$ classes for some one-dimensional families of genus-one tropical curves.

References in corpus (4)

• Moduli spaces of rational tropical curves
• Brief introduction to tropical geometry
• Combinatorial tropical surfaces
• Tropical intersection theory on R^n

Cited by in corpus (1)

• Tropical contractions to integral affine manifolds with singularities