n=8

Generating link: (2,2) -(2,2)         (8103)

Family: ((2k),(2k)) -((2k),(2k))

Number of components: 3
Alexander polynomial:
1+ t(åk=1k=2k-1([(4k3)/3] - [7k/3])(-t)2k- 2 + ([(4k3)/3] + 2k2 - [4k/3] - 1)(-t)2k - 1-
åk=1k-1(åi=0k-1(4i + 2)2(-t)2k + 2)(-t)2k- 4 -
åk=1k-1(åi=0k-1(4i + 4)2(-t)2k + 1)(-t)2k- 2+
([(32k3)/3]-8k2-[2k/3])(-t)4k - 2 -åi=0k-2(4i + 4)2(-t)4k - 2)]
Unlinking number: 4k
Signature: 8k-4

 

k=


 

 

 

Conway symbol:
 
 
Number of components:
 
3
 
Alexander polynomial:
Unlinking number:
Signature:

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