4 papers
Removability of non-isolated singularities for Einstein metrics and RCD spaces
Gioacchino Antonelli, Gábor Székelyhidi
In this paper we establish removable singularities results for Einstein metrics and for metrics with Ricci curvature bounded below. Let . On a closed -manifold, we show…
Remarks on Singular Kähler-Einstein Metrics
Max Hallgren, Gábor Székelyhidi
We study two different natural notions of singular Kähler-Einstein metrics on normal complex varieties. In the setting of singular Ricci flat Kähler cone metrics that arise as non-…
On Kähler-Einstein Currents
Yifan Chen, Shih-Kai Chiu, Max Hallgren +3
We show that a general class of singular Kähler metrics with Ricci curvature bounded below define Kähler currents. In particular the result applies to singular Kähler-Einstein metr…
Singular Kähler-Einstein metrics and RCD spaces
Gábor Székelyhidi
We study Kähler-Einstein metrics on singular projective varieties. We show that under an approximation property with constant scalar curvature metrics, the metric completion of the…