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Hausdorff and Packing Measures for $β$-L{ü}roth Infinite Iterated Function Systems
We study the Hausdorff and packing measures of attractors generated by infinite $β$-Lüroth iterated function systems. Let $I\subset\mathbb N$ be infinite and let $\dim_H E_I=h$. For a regular system, we first give conditions for the positivity of $\mathcal H^h(E_I)$ and the finiteness of $\mathcal P
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