论文标题
阳性曲率指标在自旋歧管上的空间
The space of positive Ricci curvature metrics on spin manifolds
论文作者
论文摘要
在本说明中，我们表明，k-1尺寸4K-1的旋转歧管上的所有指标的空间至少有2个路径成分，只要歧管承认了一种非常特殊的度量，就具有无限的许多路径成分。
In this note we show that the space of all metrics of positive Ricci curvature on a spin manifold of dimension 4k-1 for k at least 2 has infinitely many path components provided that the manifold admits a very particular kind of metric.
