论文标题
在代数和热带几何形状中的根部的模量空间上
On moduli spaces of roots in algebraic and tropical geometry
论文作者
论文摘要
在本文中，我们在热带曲线上构建了一个热带模量空间参数性的根源。我们研究了该空间与稳定曲线上极限净根的Jarvis模量空间的骨骼之间的关系。我们表明，热带根模量空间的组合设备受流的poset的控制，这是图形上某些流的参数参数。
In this paper we construct a tropical moduli space parametrizing roots of divisors on tropical curves. We study the relation between this space and the skeleton of Jarvis moduli space of nets of limit roots on stable curves. We show that the combinatorics of the moduli space of tropical roots is governed by the poset of flows, a poset parametrizing certain flows on graphs.
