The Classification of Regular Surfaces Isogenous to a Product of Curves with $\chi ({\mathcal{O}}_S)=2$

Christian Gleissner

A complex surface $S$ is said to be isogenous to a product if $S$ is a quotient $S=(C_1\times C_2)/G$ where the $C_i$'s are curves of genus at least two, and $G$ is a finite group…