3 papers
math.CA2026
Spectrality of Moran-Type Measures Generated by Two-Element and Three-Element Digit Sets
Yong-Shen Cao, Qi-Rong Deng, Ming-Tian Li
The necessary and sufficient conditions for the Moran-type measures generated by two-element and three-element digit sets to be spectral have been given. The main result indicates…
math.DS2026
Moran-Type Iterated Function Systems and Dimensions of Moran Self-Similar Sets
Yong-Shen Cao, Qi-Rong Deng, Ming-Tian Li
Moran-type iterated function systems (Moran-type IFS or MIFS) are defined by a sequence of iterated function systems, and their basic theoretical framework is established. We defin…
math.DS2016
Generic Points of shift-Invariant Measures in the Countable Symbolic Space
Ai-hua Fan, Ming-tian Li, Ji-hua Ma
We are concerned with sets of generic points for shift-invariant measures in the countable symbolic space. We measure the sizes of the sets by the Billingsley-Hausdorff dimensions…