7 citations · 17 across the 8 of their papers we have counts for
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On the Visibility of Alternating +Achiral Knots
Nicola Ermotti, Cam Van Quach Hongler, Claude Weber
This article is devoted to the study of prime alternating +achiral knots. In the case of arborescent knots, we prove in +AAA Visibility Theorem 5.1, that the symmetry is visible on…
Michel Kervaire work on knots in higher dimensions
Francoise Michel, Claude Weber
We present Michel Kervaire work on knots in higher dimensions.
On the Kawauchi conjecture about the Conway polynomial of achiral knots
Nicola Ermotti, Cam Van Quach Hongler, Claude Weber
We give a counterexample to the Kawauchi conjecture on the Conway polynomial of achiral knots which asserts that the Conway polynomial of an achiral knot satisfies the split…
A proof of Tait's Conjecture on alternating-achiral knots
Nicola Ermotti, Cam Van Quach Hongler, Claude Weber
In this paper we are interested in symmetries of alternating knots, more precisely in those related to achirality. We call the following statement Tait's Conjecture on alternating…
Link projections and flypes
Cam Van Quach Hongler, Claude Weber
Let Πbe a link projection in S^2. John Conway and later Francis Bonahon and Larry Siebenmann undertook to split into canonical pieces. These pieces received different names: ba…