2 citations · 5 across the 4 of their papers we have counts for
4 papers
The-Hausdorff-dimension-of-the-survivor-set
Rui Kuang, Bing Li, Yuanfen Xiao
Let , the sequence be the quasi-greedy -expansion of , and be a bifurcation parameter. The -transformation is define…
The mean orbital pseudo-metric and the space of invariant measures
Jian Li, Yuanfen Xiao
We study the mean orbital pseudo-metric for Polish dynamical systems and its connections with properties of the space of invariant measures. We give equivalent conditions for when…
The Hausdorff dimension of multiply Xiong chaotic sets
Jian Li, Jie Lü, Yuanfen Xiao
We construct a multiply Xiong chaotic set with full Hausdorff dimension everywhere that is contained in some multiply proximal cell for the full shift over finite symbols and the G…
A dynamical version of Kuratowski-Mycielski Theorem and invariant chaotic sets
Jian Li, Jie Lü, Yuanfen Xiao
We establish a dynamical version of Kuratowski-Mycielski Theorem on the existence of "large" invariant dependent sets. We apply this result to the study of invariant chaotic sets i…