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On démontre l’énoncé classique du théorème de décomposition de la polaire générique dans
le contexte maximal des feuilletages courbes généralisées à modèle logarithmique non
résonnant. On montre aussi la propriété d’éloignement des séparatrices pour le
feuilletage polaire.
We show the existence of weak logarithmic models for any (dicritical or not) holomorphic foliation F of (C2,0) without saddle-nodes in its desingularization. The models are written in terms of a representative set of separatrices, whose equisingularity types are controlled by the Milnor number of the foliation.
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