The Fractal Structures of the Sample Path of a General Subordinator and the Random Re-orderings of the Cantor Set
作者：
Hu;Xiaoyu
作者机构：
Institute of Applied Mathematics, Chinese Academy of Science, Beijing, China
Department of Mathematics, Central China Normal University, Wuhan, China
[Hu] Institute of Applied Mathematics, Chinese Academy of Science, Beijing, China<&wdkj&>Department of Mathematics, Central China Normal University, Wuhan, China
语种：
英文
关键词：
HAUSDORFF;MEASURE;packing;MEASURE;SUBORDINATOR;RANDOM;re;ordering;of;the;CANTOR;SET;Hausdorff measure;packing measure;subordinator;random re ordering of the Cantor set
In this paper we have found a general subordinator, X, whose range up to time 1, X([0,1)), has similar structure as random re orderings of the Cantor set K(ω).X([0,1)) and K(ω) have the same exact Hausdorff measure function and the in...
