Equivalent Norms on Weighted Analytic Lipschitz Spaces
加权解析Lipschitz空间的等价范数

In this paper, the authors first extend Theorem 1 in and obtain the characterization of weighted analytic Lipschitz functions in terms of $p$-Garsia modules. Secondly, the authors characterize them by using higher derivatives and Bergman-Carleson measures, respectively. Firnally, the authors show the associated expondntial decay effect as similar to John-Nirenberg's theorem of BMO spaces.