论文标题
非对称空间的稳定性$ e_7/\ mathrm {pso}（8）$
Stability of the Non-Symmetric Space $E_7/\mathrm{PSO}(8)$
论文作者
论文摘要
我们证明，均质空间上的正常度量$ e_7/\ mathrm {pSO}（8）$相对于爱因斯坦 - 希尔伯特的动作是稳定的，从而展示了与此属性的第一个已知的正量表标量曲率指标的已知示例。
We prove that the normal metric on the homogeneous space $E_7/\mathrm{PSO}(8)$ is stable with respect to the Einstein-Hilbert action, thereby exhibiting the first known example of a non-symmetric metric of positive scalar curvature with this property.
