K14n26902

Knot presentations

Dowker-Thistlethwaite code

6 18 14 22 20 -26 2 24 4 12 8 28 16 -10

Notes on presentations of K14n26902

Polynomial invariants

Jones polynomial	Data:K14n26902/Jones Polynomial
Alexander polynomial	$10t^{3}-34t^{2}+60t-71+60t^{-1}-34t^{-2}+10t^{-3}$
Conway polynomial	Data:K14n26902/Conway Polynomial
Determinant	Data:K14n26902/Determinant
Signature	Data:K14n26902/Signature
HOMFLY-PT polynomial	$z^{6}a^{-6}+4z^{6}a^{-8}+4z^{6}a^{-10}+z^{6}a^{-12}+2z^{4}a^{-6}+12z^{4}a^{-8}+12z^{4}a^{-10}+z^{4}a^{-12}-z^{4}a^{-14}+z^{2}a^{-6}+9z^{2}a^{-8}+10z^{2}a^{-10}-2z^{2}a^{-12}-4z^{2}a^{-14}+a^{-8}+3a^{-10}-a^{-12}-3a^{-14}+a^{-16}$
Kauffman polynomial	$2z^{12}a^{-12}+2z^{12}a^{-14}+7z^{11}a^{-11}+11z^{11}a^{-13}+4z^{11}a^{-15}+13z^{10}a^{-10}+14z^{10}a^{-12}+3z^{10}a^{-14}+2z^{10}a^{-16}+14z^{9}a^{-9}+4z^{9}a^{-11}-21z^{9}a^{-13}-11z^{9}a^{-15}+10z^{8}a^{-8}-19z^{8}a^{-10}-31z^{8}a^{-12}-2z^{8}a^{-14}+4z^{7}a^{-7}-25z^{7}a^{-9}-27z^{7}a^{-11}+30z^{7}a^{-13}+34z^{7}a^{-15}+6z^{7}a^{-17}+z^{6}a^{-6}-20z^{6}a^{-8}+11z^{6}a^{-10}+24z^{6}a^{-12}-9z^{6}a^{-14}+z^{6}a^{-18}-6z^{5}a^{-7}+15z^{5}a^{-9}+24z^{5}a^{-11}-36z^{5}a^{-13}-51z^{5}a^{-15}-12z^{5}a^{-17}-2z^{4}a^{-6}+18z^{4}a^{-8}-14z^{4}a^{-10}-12z^{4}a^{-12}+19z^{4}a^{-14}-5z^{4}a^{-16}-2z^{4}a^{-18}+2z^{3}a^{-7}-5z^{3}a^{-9}-9z^{3}a^{-11}+23z^{3}a^{-13}+28z^{3}a^{-15}+3z^{3}a^{-17}+z^{2}a^{-6}-10z^{2}a^{-8}+12z^{2}a^{-10}+7z^{2}a^{-12}-17z^{2}a^{-14}+z^{2}a^{-18}+3za^{-11}-5za^{-13}-5za^{-15}+3za^{-17}+a^{-8}-3a^{-10}-a^{-12}+3a^{-14}+a^{-16}$

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