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Explicit Ricci-flat Metrics on Kummer K3 Surfaces
We give a convergent explicit representation of the Ricci-flat Kähler metrics supplied by the Calabi--Yau theorem in a one-parameter family of classes on a fixed Kummer K3 surface. An explicit radial background has normalized Monge--Ampère residual \(O(a^4)\). Its scalar Green operator \(G_a\) is re
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