论文标题
用于投射品种的陈江分解，无霍奇模块
Chen-Jiang decompositions for projective varieties, without Hodge modules
论文作者
论文摘要
我们提供了帕雷斯基（Pareschi），波帕（Popa）和施内尔（Schnell）定理的新证明，表明沿态度的光滑投射变体的直接图像沿着阿贝里安（Abelian）品种构成，无需使用Hodge模块的理论，就可以承认Chen-Jiang的分解。
We give a new proof of a theorem by Pareschi, Popa and Schnell that the direct image of the canonical bundle of a smooth projective variety along a morphism to an abelian variety admits a Chen-Jiang decomposition, without using the theory of Hodge modules.
