Autores : Rogério Mol, Rudy Rosas
Título: “Differentiable equisingularity of holomorphic foliations”.
Revista: Journal of Singularities, volume 19 (2019), 76-96. Aceptado 2019
Resumen: We prove that a smooth equivalence between germs of holomorphic foliations at (C^2,0) establishes a bijection between the sets of formal separatrices preserving equisingularity classes. As a consequence, if one of the foliations is of second type, so is the other and they are equisingular.