Existence d'une intégrale première méromorphe pour des germes de feuilletages a feuilles fermées du plan complexe. (Existence of a meromorphic first integral for the germs of foliations with closed leaves in the complex plane) (Q1196964)
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scientific article; zbMATH DE number 89832
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Existence d'une intégrale première méromorphe pour des germes de feuilletages a feuilles fermées du plan complexe. (Existence of a meromorphic first integral for the germs of foliations with closed leaves in the complex plane) |
scientific article; zbMATH DE number 89832 |
Statements
Existence d'une intégrale première méromorphe pour des germes de feuilletages a feuilles fermées du plan complexe. (Existence of a meromorphic first integral for the germs of foliations with closed leaves in the complex plane) (English)
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16 January 1993
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It is proved that every germ of a holomorphic foliation of \((\mathbb{C}^ 2,0)\) with closed leaves is topologically conjugated to a foliation with meromorphic integrals of the first kind.
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holomorphic foliation
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meromorphic integrals of the first kind
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0.8705912
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0.8621032
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0.8573215
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0.8526871
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0.84682447
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