论文标题
$ c^1 $弱的标准缩小目标弱的条状如果有重叠
Shrinking target for $C^1$ weakly conformal IFS with overlaps
论文作者
论文摘要
在本文中，我们研究了弱共形的IF的hausdor维度，只要系统的保质维度和吸引子的尺寸相等，就可能重叠的缩小目标。这些结果扩展了Hill-Velani的作品以及[6]在自相似IFS中获得的结果。
In this article, we study the Hausdor dimension of weakly conformal IFS's shrinking targets with possible overlaps, provided the conformality dimension of the systems and the dimension of the attractor are equal. Those results extends the works of Hill-Velani as well as the results obtained in [6] for self-similar IFS's.
