Andreas Malmendier

activity

20022026

most citedK3 surfaces, modular forms, and non-geometric heterotic compactifications

57 citations · 359 across the 40 of their papers we have counts for

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Showing 2023 · math.AGShow all

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math.AG2023

On projective K3 surfaces $X$ with $Aut (X) = (Z /2 Z)^{2}$

Adrian Clingher, Andreas Malmendier, Xavier Roulleau

We prove that every K3 surface with automorphism group $(Z /2 Z)^{2}$ admits an explicit birational model as a double sextic surface. This model is canonical for Pica…

On projective K3 surfaces X with Aut(X)=(Z/2Z)2

On projective K3 surfaces $X$ with $Aut (X) = (Z /2 Z)^{2}$