论文标题
在弱分离属性上
On weak separation property for self-affine Jordan arcs
论文作者
论文摘要
我们考虑在$ \ mathbb r^2 $中的自动弧线，并证明违反了这种弧线的“内部”弱分离属性，这意味着ARC是抛物线片段。因此，如果自我诉讼Jordan Arc不是抛物线段，那么它就是某些Multizipper的吸引子。
We consider self-affine arcs in $\mathbb R^2$ and prove that violation of "inner" weak separation property for such arcs implies that the arc is a parabolic segment. Therefore, if a self-affine Jordan arc is not a parabolic segment, then it is the attractor of some multizipper.
