n=8

Generating knot: 2 3 1 2         (88)

Family: (2k) (2l+1) 1 (2k), l ³ k

Alexander polynomial:
åi=02k-1(l+1+2li+2i)(-t)i+(4kl+4k+1)t2k]
Number of projections: l+1
Unknotting number: 2k for l+1 ³ 2k; otherwise l+1
Signature: 0

 

Please respect the condition l ³ k

 

l=     k=


 

 

 

Conway symbol:
 
 
 
Knot
 
Alexander polynomial:
Projections:
Unknotting number:
Signature:
 
0
Period:
 
2

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