Margareta Boege

most citedAny smooth knot

S^{n} ↪ R^{n + 2}

is isotopic to a cubic knot contained in the canonical scaffolding of

R^{n + 2}

1 citations · 1 across the 2 of their papers we have counts for

collaborators

2 papers

math.GT2009

Wild knots in higher dimensions as limit sets of Kleinian groups

Margareta Boege, Gabriela Hinojosa, Alberto Verjovsky

In this paper we construct infinitely many wild knots, $S^{n} ↪ S^{n + 2}$ , for $n = 2, 3, 4$ and 5, each of which is a limit set of a geometrically finite…

math.GT2009★ 1 cited

Any smooth knot $S^{n} ↪ R^{n + 2}$ is isotopic to a cubic knot contained in the canonical scaffolding of $R^{n + 2}$

Margareta Boege, Gabriela Hinojosa, Alberto Verjovsky

The $n$ -skeleton of the canonical cubulation $C$ of $R^{n + 2}$ into unit cubes is called the {\it canonical scaffolding} $S$ . In this paper, we prove that any…

Wild knots in higher dimensions as limit sets of Kleinian groups

Any smooth knot Sn↪Rn+2 is isotopic to a cubic knot contained in the canonical scaffolding of Rn+2

Any smooth knot $S^{n} ↪ R^{n + 2}$ is isotopic to a cubic knot contained in the canonical scaffolding of $R^{n + 2}$