Derived equivalent conjugate K3 surfaces
Pawel Sosna
Number | 10 |
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Author | Pawel Sosna |
Project | B02 |
Year | 2009 |
We show that there exist a complex projective K3 surface X and an automorphism of the complex numbers σ such that the conjugate K3 surface Xσ is a non-isomorphic Fourier-Mukai partner of X.