随机自共形测度关于几何均值误差的量子化维数  

Quantization dimension of random self-conformal measures with respect to the geometric mean error

作　　者：王春敏[1] 

机构地区：[1]江苏联合职业技术学院镇江分院基础部,江苏镇江212016

出　　处：《镇江高专学报》2015年第3期61-65,共5页Journal of Zhenjiang College

摘　　要：主要证明强分离条件下,随机自共形测度关于几何均值误差的量子化维数与其Hausdorff维数相等。In the strong separation condition,the thesis mainly studies and proves the quantization dimension of ran-dom self-conformal measures with respect to the geometric mean error and it coincedes with the Hausdorfl dimen-sion.

关 键 词：随机自共形测度 量子化维数 强分离条件 

分 类 号：O211.9[理学—概率论与数理统计]