摘要
纸基于重复(1 ) 在获得接替概括不一致的领唱者集合的一个班:Si (x)=aix + 双性人, x [0,1 ] , i = 1,2,, m 0ai1, i=1, 2,, m;双性人 + ai0, i = 1,2,, m-1, b1=0 并且是 + bm = 1。提供它的存在 Hausdorff 措施的足够、必要的条件。
The paper succeeds in the obtaining a class of generalized non-uniform Cantor set based on the iteration (1): Si(x) = αix + bi, x ∈ [0, 1], i = 1,2,…, m, where 0 〈 αi 〈 1, i = 1,2,…,m; bi + αi 〉 0, i = 1,2,…,m- 1, b1 = 0 and αm + bm = 1. Providing the sufficient and necessary conditions of its existence Hausdorff measure.
基金
Supported by the Scientific Research of Hanshan Teacher's College(2004)