分野別セミナー

＊いつもと開始時間・場所が異なるのでご注意ください。
概要：
Using some analysis on asymptotically conical manifolds I will prove
that the Monge-Ampe're equation can be solved with good regularity
properties. This will show that a crepant resolution of a Kaehler
Ricci-flat cone admits a Ricci-flat metric asymptotic to the cone
metric as in the ALE case. This can be considered as a generalization
of the existence of ALE Ricci-flat Kaehler metrics on crepant
resolutions of C^m/G, G