论文标题
等级第二和第二属的Mukai系统中的恒定循环亚变化
Constant cycle subvarieties in the Mukai system of rank two and genus two
论文作者
论文摘要
结合了Voisin和Marian，Shen，Yin和Zhao的定理，我们计算了第二等级和第二属的Mukai系统中的轨道的尺寸。我们产生了几个代数共同体和恒定周期亚变化的例子。
Combining theorems of Voisin and Marian, Shen, Yin and Zhao, we compute the dimensions of the orbits under rational equivalence in the Mukai system of rank two and genus two. We produce several examples of algebraically coisotropic and constant cycle subvarieties.
