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Bergman Kernel Asymptotics for Semipositive Line Bundles near Curvature-Degenerate Points
We study the asymptotic behavior of Bergman kernels for high tensor powers of semipositive line bundles over Hermitian manifolds. At points where the curvature degenerates, the classical asymptotic expansion may fail. In this paper, we establish a full local asymptotic expansion and rapid off-diagon
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