K13n1945
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Polynomial invariants
| Jones polynomial | Data:K13n1945/Jones Polynomial |
| Alexander polynomial | [math]\displaystyle{ 3 t^2-10 t+15-10 t^{-1} +3 t^{-2} }[/math] |
| Conway polynomial | Data:K13n1945/Conway Polynomial |
| Determinant | 41 |
| Signature | 0 |
| HOMFLY-PT polynomial | [math]\displaystyle{ -2 z^2 a^4-2 a^4+2 z^4 a^2+5 z^2 a^2+4 a^2+z^4-1-z^2 a^{-2} }[/math] |
| Kauffman polynomial | [math]\displaystyle{ a^2 z^{10}+z^{10}+2 a^3 z^9+3 a z^9+z^9 a^{-1} +a^4 z^8-4 a^2 z^8-5 z^8-9 a^3 z^7-15 a z^7-6 z^7 a^{-1} +9 a^2 z^6+9 z^6+3 a^5 z^5+18 a^3 z^5+29 a z^5+14 z^5 a^{-1} -9 a^4 z^4-14 a^2 z^4+2 z^4 a^{-2} -3 z^4-9 a^5 z^3-21 a^3 z^3-21 a z^3-9 z^3 a^{-1} +8 a^4 z^2+12 a^2 z^2-2 z^2 a^{-2} +2 z^2+4 a^5 z+8 a^3 z+6 a z+2 z a^{-1} -2 a^4-4 a^2-1 }[/math] |
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