New Knot and Link Tables

n=8

Generating link: (2,2) (2,-2), ((2,2) (2,2-)) (8₉³)

Family: ((2k),(2k)) ((2k),-(2k))

Number of components: 3

Alexander polynomial:

å_k=1^2k-1(([(4k³)/3] - ^k/₃)(-t)^2k-2+([(4k³)/3] + 2k² + [2k/3]) (-t)^{2k - 1})

-å_k=1^k-1((-t)^{2k
+ 2}å_i=0^k-1(4 i +2)²(-t)^{2k - 4})

-å_k=1^k-1((å_i=0^k-1(4 i + 4)²(-t)^{2k +1})(-t)^{2 k -
2})

+ 2k(-t)^{4
k - 2} + [4k/3](1 - 6k + 8k²)(-t)^{4k
- 2}) -å_i=0^k-2(4i + 4)²(-t)^{4k - 2}]

Unlinking number: 2k

Signature: 4k-2

k=

Conway symbol:

Number of components:

3

Alexander polynomial:

Unlinking number:

Signature: