论文标题
关于孤立奇异性特征的备注
Remarks on eigenspectra of isolated singularities
论文作者
论文摘要
我们引入了一个简单的微积分，扩展了steenbrink谱的变体，用于描述具有（相对）自动形态的（相对）孤立奇异性的（平滑）的Hodge理论不变性。在计算出准同质案例中这些“特征百叶窗”之后，我们为VHS的奇异性边界和单片提供了三个应用。
We introduce a simple calculus, extending a variant of the Steenbrink spectrum, for describing Hodge-theoretic invariants of (smoothings of) isolated singularities with (relative) automorphisms. After computing these "eigenspectra" in the quasi-homogeneous case, we give three applications to singularity bounding and monodromy of VHS.
