用于线排列的尖点除法和Kirby图
Divides with cusps and Kirby diagrams for line arrangements
摘要：
复化实直线排列的补集是仿射曲面。经典上已知，这样的空间具有直到$2$ -句柄的句柄分解。我们将描述由Lefschetz超平面截口定理导出的柄分解。为了描述Kirby图，我们引入了尖点划分的概念，这是由A 'Campo引入的划分的推广。
英文摘要：
The complement of a complexified real line arrangement is an affine surface. It is classically known that such a space has a handle decomposition up to $2$-handles. We will describe the handle decomposition induced from Lefschetz hyperplane section theorem for such a space. To describe the Kirby diagram, we introduce the notion of the divide with cusps which is a generalization of the divide introduced by A'Campo.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
