平面上一类特殊齐次Moran集的Packing维数下界

Packing Dimension of First-Class Special Homogeneous Moran Set in Plane

研究构造了平面上一类特殊的齐次Moran集,通过分析其结构并利用分形几何中计算维数的方法和技巧,证明得到了它们的Packing维数下界。

This article builds a first-class special homogeneous Moran set in plane to prove the lower bound of Packing dimension by analyzing the structure and utilizing calculation methods and techniques of dimension in fractal geometry.