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Corollaire : Soit f un endomorphisme symétrique de (E, ( . I . )). Soit 𝝺 une vp réelle de f et soit e1 un vecteur propre unitaire de f pour la vp 𝝺. Soit (e2, ... , en) une base orthonormée de Vect(e1)^⊥. La matrice de f dans la base orthonormée B = (e1, ... , en) de E est alors de la forme ....
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