论文标题
复合双曲机平面的平滑结限制集
Smooth Knot Limit Sets of the Complex Hyperbolic Plane
论文作者
论文摘要
结果表明，如果将C2类的常规结嵌入复杂双曲平面的边界中，则作为PU（2，1）的离散子组的极限集，则它是链或R-Circle。
It is shown that if a regular knot of class C2 is embedded in the boundary of the complex hyperbolic plane as the limit set of a discrete subgroup of PU(2, 1) then it is either a chain or an R-circle.
