Albanian Journal of Mathematics
We classify primitive non-symplectic automorphisms of order 6 on K3 surfaces. We show how their study can be reduced to the study of non-symplectic automorphisms of order 3 and to a local analysis of the fixed loci. In particular, we determine the possible fixed loci and show that when the Picard lattice is fixed, K3 surfaces come in mirror pairs.
Dillies, Jimmy J..
"On Some Order 6 Non-Symplectic Automorphisms of Elliptic K3 Surfaces."
Albanian Journal of Mathematics, 6 (2): 103-114.