本文用质量分布原理,证明了由有界正整数序列定义的Hausdorff维数为1的齐次完全集是一维拟对称极小的.
In this paper, using the mass distribution principle, we show that the homogeneous perfect set of Hausdorff dimension 1, defined by a bounded sequence of positive integers is minimal for 1-dimensional quasisymmetric maps.