Data:9 46/A-polynomial: Difference between revisions

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<math>M^{12}+L^5 M^6+L \left(-M^{14}+5 M^{12}-2 M^8+5 M^6-2 M^4+M^2-1\right)+L^2 \left(-M^{16}+3 M^{12}+3 M^{10}+3 M^8+3 M^6+4 M^4-6 M^2+1\right)+L^4 \left(-M^{18}+M^{16}-2 M^{14}+5 M^{12}-2 M^{10}+5 M^6-M^4\right)+L^3 \left(M^{18}-6 M^{16}+4 M^{14}+3 M^{12}+3 M^{10}+3 M^8+3 M^6-M^2\right)</math>
<math>L^5 M^6+L^4 \left(-M^{18}+M^{16}-2 M^{14}+5 M^{12}-2 M^{10}+5 M^6-M^4\right)+L^3 \left(M^{18}-6 M^{16}+4 M^{14}+3 M^{12}+3 M^{10}+3 M^8+3 M^6-M^2\right)+L^2 \left(-M^{16}+3 M^{12}+3 M^{10}+3 M^8+3 M^6+4 M^4-6 M^2+1\right)+L \left(-M^{14}+5 M^{12}-2 M^8+5 M^6-2 M^4+M^2-1\right)+M^{12}</math>

Latest revision as of 21:28, 19 February 2013

[math]\displaystyle{ L^5 M^6+L^4 \left(-M^{18}+M^{16}-2 M^{14}+5 M^{12}-2 M^{10}+5 M^6-M^4\right)+L^3 \left(M^{18}-6 M^{16}+4 M^{14}+3 M^{12}+3 M^{10}+3 M^8+3 M^6-M^2\right)+L^2 \left(-M^{16}+3 M^{12}+3 M^{10}+3 M^8+3 M^6+4 M^4-6 M^2+1\right)+L \left(-M^{14}+5 M^{12}-2 M^8+5 M^6-2 M^4+M^2-1\right)+M^{12} }[/math]

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