A REMARKABLE 20-CROSSING TANGLE
Résumé
For any positive integer r, we exhibit a prime knot Kr with (20 · 2 r−1 + 1) crossings whose Jones polynomial V (Kr) is equal to 1 mod-ulo 2 r. Our construction rests on a certain 20-crossing prime tangle T 20 which is undetectable by the Kauffman bracket polynomial pair mod 2.
Domaines
Topologie géométrique [math.GT]| Origine | Fichiers produits par l'(les) auteur(s) |
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