拟对称packing极小Moran集
QUASISYMMETRICALLY PACKING-MINIMAL MORAN SETS

本文研究了一维Moran集的拟对称packing极小性的问题.利用质量分布原理的方法，获得了直线上一类packing维数为1的Moran集为拟对称packing极小集的结果，推广了参考文献中关于拟对称packing极小性的已知结果.
In this paper, we study the problem of packing-minimality of 1-dimensional Moran sets. By using the principle of mass distribution, we obtain that a large class of Moran sets on the line with packing dimension 1 is quasisymmetrically packing-minimal, which extends a known result of quasisymmetrically packing-minimality