论文标题
关于代数几何的常规自动$ D $模型的注释
Notes on regular holonomic $D$-modules for algebraic geometers
论文作者
论文摘要
我们使用与代数局部共同体相关的杰出三角形以及局部系统的Meromororphic Deligne延伸以及双函函数的杰出三角形来解释代数几何的常规符合$ d $模型的形式主义。
We explain a formalism of regular holonomic $D$-modules for algebraic geometers using the distinguished triangles associated with algebraic local cohomology together with meromorphic Deligne extensions of local systems as well as the dual functor.
