Non-bi-orderability of $6_2$ and $7_6$

Azer Akhmedov; Cody Martin

arxiv: 1512.00372 · v2 · pith:RBARNZDMnew · submitted 2015-12-01 · 🧮 math.GR · math.GT

Non-bi-orderability of 6₂ and 7₆

Azer Akhmedov , Cody Martin This is my paper

classification 🧮 math.GR math.GT

keywords groupsknotappliesbi-orderabilitybi-orderablebroadclasscrossings

0 comments

read the original abstract

We prove that the knot groups of $6_2$ and $7_6$ are not bi-orderable. These are the only two knot groups up to 7 crossings whose bi-orderability was not known. Our method applies to a very broad class of knots.

This paper has not been read by Pith yet.

Non-bi-orderability of 6₂ and 7₆

discussion (0)