论文标题
立方四倍的线表面的食物组
Chow groups of surfaces of lines in cubic fourfolds
论文作者
论文摘要
立方四倍的线的表面与固定线相交，并动机分为两部分，其中一部分类似于K3表面。我们定义了Beauville-Voisin类的类似物，并研究了Mingmin Shen和Charles Vial引入的Bloch-Bebeilinson过滤的自然分裂，研究了所有线条的推动图。
The surface of lines in a cubic fourfold intersecting a fixed line splits motivically into two parts, one of which resembles a K3 surface. We define the analogue of the Beauville-Voisin class and study the push-forward map to the Fano variety of all lines with respect to the natural splitting of the Bloch-Beilinson filtration introduced by Mingmin Shen and Charles Vial.
