Pages that link to "Item:Q2566261"
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The following pages link to Separation properties for graph-directed self-similar fractals (Q2566261):
Displaying 12 items.
- Euclidean realizations of Mauldin-Williams graphs (Q375384) (← links)
- Infinite graph-directed systems and Hausdorff dimension (Q1714885) (← links)
- Tilings from graph directed iterated function systems (Q2025660) (← links)
- Assouad dimension and local structure of self-similar sets with overlaps in \(\mathbb{R}^d\) (Q2189511) (← links)
- The Hausdorff dimension of sections (Q2641583) (← links)
- An application of Edelstein's contraction principle: the attractor of a graph-directed generalized iterated function system (Q2675380) (← links)
- CONTINUITY OF THE HAUSDORFF DIMENSION FOR GRAPH-DIRECTED SYSTEMS (Q2976279) (← links)
- SEPARATION PROPERTIES FOR ITERATED FUNCTION SYSTEMS OF BOUNDED DISTORTION (Q3098234) (← links)
- INTERSECTIONS OF SELF-SIMILAR SETS (Q3520336) (← links)
- Separation Properties for Self-Similar Sets (Q4311379) (← links)
- Contraction ratios for graph-directed iterated constructions (Q5705553) (← links)
- Purely periodic continued fractions and graph-directed iterated function systems (Q6612403) (← links)