论文标题
Sasaki-Einstein的许多家庭在球体上
Infinitely many families of Sasaki-Einstein metrics on spheres
论文作者
论文摘要
我们表明，在每个奇数标准的尺寸范围内，萨萨基 - 因斯坦指标的无限家庭至少至少$ 5 $。我们还表明，对于结合可行的可行流形的所有奇数外来球体，相同的结果都是正确的。
We show that there exist infinitely many families of Sasaki-Einstein metrics on every odd-dimensional standard sphere of dimension at least $5$. We also show that the same result is true for all odd-dimensional exotic spheres that bound parallelizable manifolds.
