Anti-self-dual harmonic 2-forms on K3 surfaces with converging Ricci-flat metrics decompose into flat 2-forms on the orbifold and first Chern forms of anti-self-dual connections on ALE spaces.
Calabi-yau metrics on kummer surfaces as a model glueing problem.Advances in Geometric Analysis, 21:109–118
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The harmonic $2$-forms on $K3$ surfaces converging to a flat $4$-dimensional orbifold
Anti-self-dual harmonic 2-forms on K3 surfaces with converging Ricci-flat metrics decompose into flat 2-forms on the orbifold and first Chern forms of anti-self-dual connections on ALE spaces.