论文标题
计数最小的表面在负弯曲的3个manifolds中
Counting minimal surfaces in negatively curved 3-manifolds
论文作者
论文摘要
我们引入了一个渐近数量，该数量在负弯曲的封闭的3个manifolds中计算面积最小的表面，并表明只有小于或等于-1的截面曲率指标中，仅将数量最小化。
We introduced an asymptotic quantity that counts area-minimizing surfaces in negatively curved closed 3-manifolds and show that quantity to only be minimized, among all metrics of sectional curvature less than or equal -1, by the hyperbolic metric.
