Data:L10a152/Multivariable Alexander: Difference between revisions

Revision as of 10:52, 6 May 2009

${\frac {(w-1)\left(uv^{2}w^{2}-uv^{2}w-2uvw^{2}+2uvw-uv-2uw-2v^{2}w^{2}-vw^{3}+2vw^{2}-2vw-w^{2}+w\right)}{{\sqrt {u}}vw^{2}}}$

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	<math>v u~~^4+2~~ v^2 u^3-3 ~~v u^3-~~v^2 w u~~^3+2~~ v w u^3+u~~^3-2~~ v^2 u~~^2+4~~ v u~~^2+~~2 v^2 w u^2-4 v w u^2+2 w ~~u^2-2 u~~^2-2 v u-v^2 w u+3 v w u-2 ~~w u+u-v w~~</math>		<math>\frac{(w-1) \left(u v^2 w^2-u v^2 w-2 u v w^2+2 u v w-u v-2 u w-2 v^2 w^2-v w^3+2 v w^2-2 v w-w^2+w\right)}{\sqrt{u} v w^2}</math>