Ellis and Branton introduced a class of non-self-similar sete;they gave an upper bound of Hausdorff dimension for such sets,and a conjecture of the lower bound for these sets.This paper gives a proof of this conjectur...Ellis and Branton introduced a class of non-self-similar sete;they gave an upper bound of Hausdorff dimension for such sets,and a conjecture of the lower bound for these sets.This paper gives a proof of this conjecture by using the lemma of Frostman.展开更多
文摘Ellis and Branton introduced a class of non-self-similar sete;they gave an upper bound of Hausdorff dimension for such sets,and a conjecture of the lower bound for these sets.This paper gives a proof of this conjecture by using the lemma of Frostman.
