摘要
得到一个维数大于1的Sierpinski地毯的Hausdorff测度的估计:当维数s=log_34时,这个Sierpinski地毯的Hausdorff测度满足:1.227206≤H^(log_34)(S)≤1.501077.
The estimation of a Sierpinski carpet＇s Hausdorff measure is： when the dimension s=log34, Hausdorff measure estimation satisfied：1.227206≤H^log34（S）≤1.501077.
作者
陈相锦
董怡雯
周冰滢
王杰
赵威亦
贺勤斌
CHEN Xiangjin;DONG Yiwen;ZHOU Bingying;WANG Jie;ZHAO Weiyi;HE Qinbin(School of Mathematics and Information Engineering,Taizhou University,Linhai 317000,Zhejiang,China;School of Mechanical Engineering,Taizhou University,Taizhou 318000,Zhejiang,China;School of Economics and Business Management,Taizhou University,Taizhou 318000,Zhejiang,China)
出处
《台州学院学报》
2018年第3期1-6,共6页
Journal of Taizhou University
