Every complex K3 surface is Oka
We prove that every complex K3 surface X is Oka, resolving the K3 Oka conjecture. Equivalently, for every m ≥ 1, every holomorphic map to X from a neighborhood of a compact convex set in ℂ m can be approximated uniformly on that set by entire maps $\mathbb C^m\to X$.
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