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L'une en lien avec le mouvement brownien sur l'arbre et liée à l'information phylogénétique portée par celui ci (modélisée par la matrice $K$) génétique et l'autre à une erreur de mesure. \begin{equation} @@ -202,7 +213,7 @@ TODO: Statistique de test Dans la statistique de test précédente, on peut voir des degrés de liberté. De manière standard on va dans notre cas avoir $n-2$ degrés de liberté. -. Le test de Fisher, également appelé analyse de la variance (ANOVA), suppose souvent une homoscédasticité des variances entre les groupes ou les échantillons. Cela signifie que les variances des groupes sont égales. +. L'ANOVA, suppose souvent une homoscédasticité des variances entre les groupes ou les échantillons. Cela signifie que les variances des groupes sont égales. Cependant, lorsque cette condition n'est pas satisfaite, l'approximation de Satterthwaite peut être utilisée pour tenir compte des variances inégales entre les groupes. 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