论文标题

热带曲线的滚动不变

Scrollar Invariants of Tropical Curves

论文作者

Jensen, David, Lehmann, Kalila

论文摘要

我们定义了热带曲线的滚动不变性,固定的除数为等级为1。我们检查了专业化下的滚动不变性的行为,并提供了一种计算这些不变性的算法,以适用于热带曲线的群体。我们的例子突出了古典和热带理论之间的许多相似之处,但也指出了一些实质性的区别。

We define scrollar invariants of tropical curves with a fixed divisor of rank 1. We examine the behavior of scrollar invariants under specialization, and provide an algorithm for computing these invariants for a much-studied family of tropical curves. Our examples highlight many parallels between the classical and tropical theories, but also point to some substantive distinctions.

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