Pages that link to "Item:Q5109411"
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The following pages link to Slicing theorems and rigidity phenomena for self‐affine carpets (Q5109411):
Displaying 8 items.
- An upper bound for the intermediate dimensions of Bedford-McMullen carpets (Q2165910) (← links)
- Regular mappings and non-existence of bi-Lipschitz embeddings for slit carpets (Q2302244) (← links)
- Self-embeddings of Bedford–McMullen carpets (Q4614770) (← links)
- An improvement on Furstenberg’s intersection problem (Q5009317) (← links)
- Fractal Geometry of Bedford-McMullen Carpets (Q5016448) (← links)
- Slices and distances: on two problems of Furstenberg and Falconer (Q6119195) (← links)
- Improved versions of some Furstenberg type slicing Theorems for self-affine carpets (Q6372015) (← links)
- Slices of the Takagi function (Q6624549) (← links)