论文标题
径向平衡的指标在开普勒歧管的单位球上
Radial balanced metrics on the unit ball of the Kepler manifold
论文作者
论文摘要
我们表明，在开普勒歧管的单位球上没有径向平衡度量，并且不太野生边界行为。此外，我们明确确定与径向指标相对应的重量指标，其边界行为符合边界处的细菌的平衡状况。还建立了有关繁殖指标的相关结果。
We show that there is no radial balanced metric on the unit ball of the Kepler manifold with not too wild boundary behavior. Additionally, we identify explicitly the weights corresponding to radial metrics with such boundary behavior which satisfy the balanced condition as far as germs at the boundary are concerned. Related results for Poincare metrics are also established.
