Constant cycle subvarieties in the Mukai system of rank two and genus two
arXiv:2009.00976
Abstract
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.