莫朗集的拟Lipschitz等价

Quasi-Lipschitz Equivalence of Moran Fractals

讨论满足c＊〉0及s＊=s＊∈（0,1）条件的莫朗集,并得到如下结论：任意两个该类型莫朗集彼此拟Lipschitz等价当且仅当它们的Hausdorff维数相等.

We consider the class of Moran sets satisfying the conditions c＊ 〉 0 and s. = s＊ E （0, 1）. We obtain that two Moran fractals in the class are quasi-Lipschitz equivalent if and only if they have the same Hausdorff dimension.