Sasaki-Einstein metrics on connected sums of S3× S4
Dasol Jeong, In-Kyun Kim, Jihun Park, Joonyeong Won
Abstract
We completely characterize the n-fold connected sums of S3× S4 that admit Sasaki-Einstein structures by proving that such a structure exists if and only if n is even.
Create a lesson
Related papers
Maximal symmetry rank and almost non-negative curvature in low dimensions
Samuel Bartel
Examples of Z/2-Harmonic 1-Forms
Jiahuang Chen, Siqi He
Collapsed Finite Time Singularities of the Kähler-Ricci Flow on Complex Surfaces are of Type I
Tongxin Xu, Zhenlei Zhang
Uniqueness of embedded minimal Lagrangian tori in CP2
Yong Luo, Hui Ma, Jiabin Yin
Spectral properties for critical metrics of the volume functional
Rafael Diógenes, Jaciane Gonçalves, Ernani Ribeiro
Morse resolution of mean curvature flows with cylindrical singularities
Richard H. Bamler, Felix Schulze, Lu Wang