随机递归结构的重分形分解

Multifractal Decompositions Of Random Recursive Constructions

设μ为支撑于随机递归结构K上的无穷乘积测度，K（ω）≠φ。本文研究K关于测度μ的重分形分解，并讨论了谱维f（α）的性质。

Let K be a random fracal set resulting from random recursive constructions,μ be an infinite product random measure supppported on K. In this paper,we have disscussed the multifactal decomposition for K with measure μ, and disscussed the properties of dimension spectrum f(α).