Rationality of the moduli spaces of Eisenstein K3 surfaces
Ma, Shouhei · Ohashi, Hisanori · Taki, Shingo
Original · EN
K3 surfaces with non-symplectic symmetry of order 3 are classified by open sets of twenty-four complex ball quotients associated to Eisenstein lattices. We show that twenty-two of those moduli spaces are rational.
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