Data:L11a538/Multivariable Alexander: Difference between revisions

Revision as of 11:00, 6 May 2009

${\frac {(w-1)(x-1)\left(2uvx-uv+ux^{2}-3ux+u+vx^{2}-3vx+v-x^{2}+2x\right)}{{\sqrt {u}}{\sqrt {v}}{\sqrt {w}}x^{3/2}}}$

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