Lösen von Polynomgleichungen 3: Biquadratische Gleichungen
Lösen von Polynomgleichungen 1: nur ein Summand mit x
"Hello world"
I'm a #bioinformatician from #italy but sometimes I'm also a nice person.
I work on the #bioinformatics field and I'm really interested in #datascience, #statistics and #artificialintelligence.
This is not only an introduction on myself, but it's also a check for the #LaTeX render of #mathstodon. With this purpose, let's define a polynomial function of $$x\in \mathcal{R}$$ as
$$ f(x,w) = w_0+w_1x+w_2x^2+...+w_Mx^M = ∑_{j=0}^M w_jx^j $$
where $$M$$ is the order of the #polynome
Méthode de Hörner - méthode très pratique pour factoriser un polynôme:
https://mathenpoche.weebly.com/uploads/8/8/7/2/88727898/fiche_3.1_-_methode_de_horner_revprof.pdf
Paul Arnheim-Projekt
lerothas
Spektrum (inoffiziell)
saldan
Sesamath
Roland