Pages that link to "Item:Q295087"
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The following pages link to Hausdorff dimensions of some irregular sets associated with \(\beta\)-expansions (Q295087):
Displaying 13 items.
- Sets of \(\beta\)-expansions and the Hausdorff measure of slices through fractals (Q252674) (← links)
- A note on the distribution of the digits in Cantor expansions (Q258049) (← links)
- The topological property of the irregular sets on the lengths of basic intervals in beta-expansions (Q504836) (← links)
- Multifractal analysis of the divergence points of Birkhoff averages for \(\beta \)-transformations (Q521612) (← links)
- Level sets of \(\beta\)-expansions (Q1763493) (← links)
- Hausdorff dimension of frequency sets in beta-expansions (Q2098208) (← links)
- The points with dense orbit under the \(\beta\)-expansions of different bases (Q2137224) (← links)
- Points with maximal Birkhoff average oscillation (Q2810170) (← links)
- TWO-DIMENSIONAL SHRINKING TARGET PROBLEM IN BETA-DYNAMICAL SYSTEMS (Q4601166) (← links)
- Denseness of intermediate $\beta $-shifts of finite-type (Q4630656) (← links)
- A NOTE ON THE INTERSECTIONS OF THE BESICOVITCH SETS AND ERDŐS–RÉNYI SETS (Q5208832) (← links)
- Fiber denseness of intermediate β-shifts of finite type (Q6074412) (← links)
- Intermediate \(\beta\)-shifts as greedy \(\beta\)-shifts with a hole (Q6111804) (← links)
