摘要
本文在一类广义 Moran集上定义了一种弱分离条件——有限交性质 ,并证明了重分形分解在此广泛的一类分形上仍然成立 .本文部分的推广了 Cawley和 Manlain的结果 .
We defined a weak separation condition,the finite intersection property,on generalized Moran fractals by allowing appropriate overlapping on the construction and proved that multifractal formalism still holds for a larger class of fractals by using code mapping technique ,which extends part of Cawley's tesults.
出处
《数学杂志》
CSCD
北大核心
2001年第3期271-275,共5页
Journal of Mathematics
基金
the Doctoral Education Foundation of China