论文标题
几何散射单片
Geometric scattering monodromy
论文作者
论文摘要
在本文中，我们提供几何条件，以使具有焦点平衡点的Liouville综合汉密尔顿系统的积分映射具有散射单曲。使用复杂的摩尔斯引理版本，我们表明散射单片与标准聚焦对焦系统的散射单构型相同。
In this paper we give geometric conditions so that the integral mapping of a Liouville integrable Hamiltonian system with a focus-focus equilibrium point has scattering monodromy. Using a complex version of the Morse lemma, we show that scattering monodromy is the same as the scattering monodromy of the standard focus-focus system.
