摘要
文章建立了估计一类Sierpinski垫片的Hausdorff测度上界的一个公式.由于这一类Sierpinski垫片的Hausdorff维数可以从1到log23连续变化,因而获得主要结果与现有文献的结论有本质的不同.
In this paper, a formula for calculating the upper bounds of the Hausdorff measures of a class of Sierpinski gaskets is obtained. Since the dimensions of Sierpinski gaskets of this kind can change from 1 to log23 continuously, the main result in this paper is essentially different from the previous results.
出处
《淮北煤炭师范学院学报（自然科学版）》
2007年第2期1-4,共4页
Journal of Huaibei Coal Industry Teachers College(Natural Science edition)
基金
Supported by the teaching research foundation of education ministry,Anhui Province,China(2003kj047zd)
Huaibei Coal Industry Teachers College (8088).
