论文标题
与自动$ \ Mathscr D $模型相关的特征周期
Characteristic cycles associated to holonomic $\mathscr D$-modules
论文作者
论文摘要
我们研究与自动$ \ Mathscr d $模块相关的相对和对数特征周期。作为应用，我们将获得：（1）Ginsburg的原木特征周期公式的替代证明，用于定期自动$ \ Mathscr d $ - 模块，遵循Sabbah和Briancon-Maisonobe-Merle的想法，以及（2）Log de Rham的建设性，用于自然来说$ Mathscr $ -Matirane的及格的建筑，以下构造定理。
We study relative and logarithmic characteristic cycles associated to holonomic $\mathscr D$-modules. As applications, we obtain: (1) an alternative proof of Ginsburg's log characteristic cycle formula for lattices of regular holonomic $\mathscr D$-modules following ideas of Sabbah and Briancon-Maisonobe-Merle, and (2) the constructibility of the log de Rham complexes for lattices of holonomic $\mathscr D$-modules, which is a natural generalization of Kashiwara's constructibility theorem.
