报告人：陈逸梵（美国加州大学伯克利分校）
时间：2024年6月30日 15：00-16：30
地点：五教5104
We construct more complete Calabi-Yau metrics of Calabi type. They are the higher-dimensional analogues of ALH* gravitational instantons in two dimensions. Our work builds on and generalizes the results of Tian-Yau and HSVZ, creating Calabi-Yau metrics that are only polynomially close to the model space. We also prove the uniqueness of such metrics in a given cohomology class with fixed asymptotic behavior.
