On 4d Ricci-flat metrics with conformally K盲hler geometry
On 4d Ricci-flat metrics with conformally K盲hler geometry
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Mingyang Li, University of California Berkeley
Ricci-flat metrics are fundamental in differential geometry, and they are easier to study when they have additional structures. I will describe my works on 4d conformally K盲hler but non-听K盲hler Ricci-flat metrics. This leads to a classification of asymptotic geometries of such metrics at infinity and a classification of such gravitational instantons.