论文标题
在投影平面上三点的希尔伯特方案上的较高的编码循环
Higher Codimension Cycles on the Hilbert Scheme of Three Points on the Projective Plane
论文作者
论文摘要
在本文中，我们研究了射影平面中三个点的希尔伯特方案的较高的编成循环结构。特别是，我们计算其上所有重言式捆绑包的所有Chern（和Segre）类别，并计算编辑2和3（尺寸2和3）中循环的NEF（有效）锥。
In this paper, we study the higher codimensional cycle structure of the Hilbert scheme of three points in the projective plane. In particular, we compute all Chern (and Segre) classes of all tautological bundles on it and compute the nef (effective) cones of cycles in codimensions 2 and 3 (dimensions 2 and 3).
