K12a946

Dowker-Thistlethwaite code

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

Jones polynomial	$q^{13}-3q^{12}+7q^{11}-13q^{10}+18q^{9}-22q^{8}+23q^{7}-22q^{6}+18q^{5}-12q^{4}+8q^{3}-3q^{2}+q$
Alexander polynomial	$-2t^{4}+9t^{3}-19t^{2}+29t-33+29t^{-1}-19t^{-2}+9t^{-3}-2t^{-4}$
Conway polynomial	$-2z^{8}-7z^{6}-5z^{4}+2z^{2}+1$
Determinant	151
Signature	6
HOMFLY-PT polynomial	$-z^{8}a^{-6}-z^{8}a^{-8}+z^{6}a^{-4}-4z^{6}a^{-6}-5z^{6}a^{-8}+z^{6}a^{-10}+4z^{4}a^{-4}-3z^{4}a^{-6}-10z^{4}a^{-8}+4z^{4}a^{-10}+5z^{2}a^{-4}+3z^{2}a^{-6}-11z^{2}a^{-8}+5z^{2}a^{-10}+2a^{-4}+2a^{-6}-5a^{-8}+2a^{-10}$
Kauffman polynomial	$2z^{11}a^{-7}+2z^{11}a^{-9}+4z^{10}a^{-6}+11z^{10}a^{-8}+7z^{10}a^{-10}+3z^{9}a^{-5}+2z^{9}a^{-7}+10z^{9}a^{-9}+11z^{9}a^{-11}+z^{8}a^{-4}-14z^{8}a^{-6}-38z^{8}a^{-8}-11z^{8}a^{-10}+12z^{8}a^{-12}-13z^{7}a^{-5}-31z^{7}a^{-7}-51z^{7}a^{-9}-23z^{7}a^{-11}+10z^{7}a^{-13}-5z^{6}a^{-4}+10z^{6}a^{-6}+41z^{6}a^{-8}-3z^{6}a^{-10}-23z^{6}a^{-12}+6z^{6}a^{-14}+17z^{5}a^{-5}+49z^{5}a^{-7}+66z^{5}a^{-9}+15z^{5}a^{-11}-16z^{5}a^{-13}+3z^{5}a^{-15}+9z^{4}a^{-4}+3z^{4}a^{-6}-27z^{4}a^{-8}+z^{4}a^{-10}+16z^{4}a^{-12}-5z^{4}a^{-14}+z^{4}a^{-16}-6z^{3}a^{-5}-29z^{3}a^{-7}-45z^{3}a^{-9}-7z^{3}a^{-11}+13z^{3}a^{-13}-2z^{3}a^{-15}-7z^{2}a^{-4}+2z^{2}a^{-6}+16z^{2}a^{-8}+2z^{2}a^{-10}-2z^{2}a^{-12}+2z^{2}a^{-14}-z^{2}a^{-16}+8za^{-7}+12za^{-9}+2za^{-11}-2za^{-13}+2a^{-4}-2a^{-6}-5a^{-8}-2a^{-10}$