论文标题
用填充物构建的同型米尔诺纤维中的精确lagrangian tori
Exact Lagrangian tori in symplectic Milnor fibers constructed with fillings
论文作者
论文摘要
我们使用精确的Lagrangian填充物和Weinstein Handerbody图表，以$ 4 $二维的Milnor纤维构建许多不同的Lagrangian Tori，其孤立的超表面奇异性具有积极的方式。我们还提供了标准的概括，鉴于明显的Weinstein Handlebody图，Weinstein $ 4 $ MANIFOLD的符合性同源性是不变的。
We use exact Lagrangian fillings and Weinstein handlebody diagrams to construct infinitely many distinct exact Lagrangian tori in $4$-dimensional Milnor fibers of isolated hypersurface singularities with positive modality. We also provide a generalization of a criterion for when the symplectic homology of a Weinstein $4$-manifold is non-vanishing given an explicit Weinstein handlebody diagrams.
