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- W2953673516 abstract "We consider the Calabi-Yau metrics on $mathbf{C}^n$ constructed recently by Yang Li, Conlon-Rochon, and the author, that have tangent cone $mathbf{C}times A_1$ at infinity for the $(n-1)$-dimensional Stenzel cone $A_1$. We show that up to scaling and isometry this Calabi-Yau metric on $mathbf{C}^n$ is unique. We also discuss possible generalizations to other manifolds and tangent cones." @default.
- W2953673516 created "2019-07-12" @default.
- W2953673516 creator A5003517719 @default.
- W2953673516 date "2019-06-26" @default.
- W2953673516 modified "2023-09-27" @default.
- W2953673516 title "Uniqueness of some Calabi-Yau metrics on $mathbf{C}^n$" @default.
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