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- W2964134376 abstract "We study in this paper several properties concerning singularities of foliations in $(mathbb{C}^3,mathbf{0})$ that are pull-back of dicritical foliations in $(mathbb{C}^2,mathbf{0})$. Particularly, we will investigate the existence of first integrals (holomorphic and meromorphic) and the dicriticalness of such a foliation. In the study of meromorphic first integrals we follow the same method used by R. Meziani and P. Sad in dimension two. While the foliations we study are pull-back of foliations in $(mathbb{C}^2,mathbf{0})$, the adaptations are not straightforward." @default.
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- W2964134376 date "2017-03-31" @default.
- W2964134376 modified "2023-10-17" @default.
- W2964134376 title "Dicritical nilpotent holomorphic foliations" @default.
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