Supersingular $K3$ surfaces as double covers of the projective plane (Local invariants of families of algebraic curves)
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- 正標数におけるFermat超曲面の完全交叉の単有理性(代数幾何学とホッジ理論)
- Supersingular $K3$ surfaces as double covers of the projective plane (Local invariants of families of algebraic curves)