The Kakimizu complex of a link
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Mon, 16/05/2011 15:45 |
Jessica Banks (Oxford) |
Topology Seminar  |
L3 |
| We give an introduction to the Kakimizu complex of a link, covering a number of recent results. In particular we will see that the Kakimizu complex of a knot may be locally infinite, that the Alexander polynomial of an alternating link carries information about its Seifert surfaces, and that the Kakimizu complex of a special alternating link is understood. | |||