Pages that link to "Item:Q578661"
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The following pages link to Wild Cantor sets as approximations to codimension two manifolds (Q578661):
Displaying 9 items.
- Sobolev embedding of a sphere containing an arbitrary Cantor set in the image (Q329348) (← links)
- Actions of discrete groups on spheres and real projective spaces (Q1017984) (← links)
- On the embedding of zero-dimensional double loops in locally Euclidean double loops (Q1205483) (← links)
- Wild high-dimensional Cantor fences in \(\mathbb{R}^n\). I (Q1738960) (← links)
- Taming closed subsets of the Cantor fence (Q2683769) (← links)
- On a question of B.J. Baker and M. Laidacker concerning disjoint compacta in \(\mathbb{R}^N\) (Q2691867) (← links)
- On linking of Cantor sets (Q3431349) (← links)
- Sticky Cantor sets in ℝd (Q4565343) (← links)
- Detecting codimension one manifold factors with the disjoint homotopies property (Q5957346) (← links)
