/math/673/ - Source

[ home ] [ math / cs / ai / phy / as / chem / bio / geo ] [ civ / aero / mech / ee / hdl / os / dev / web / app / sys / net / sec ] [ med / fin / psy / soc / his / lit / lin / phi / arch ] [ off / vg / jp / 2hu / tc / ts / adv / hr / meta / tex ] [ chat ] [ wiki ]

Viewing source code

The following is the source code for post >>>/math/673

Hey dudes, can you help me? I would like to reprove Alan Sokal's theorem in another way, I know how to calculate the roots of a chromatic polynomial, but there is a piece missing from my puzzle: how is n-degree a chromatic polynomial calculated?
Pic's chromatic polynomial has degree 10 but it has three obviusly roots: 0,1,2; and it is not hard to calculate septic eq.

$\mathcal{H}\textit{ome}$
$\mathcal{R}\textit{ules}$
$\mathcal{D}\textit{onate}$
$\mathcal{B}\textit{anned}$
$\mathcal{F.A.Q.}$
$\#\mathcal{C}\textit{hat}$
$\mathcal{W}\textit{iki}$