Pages that link to "Item:Q944311"
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The following pages link to Analytical and formal classifications of quasi-homogeneous foliations in \((\mathbb C^2, 0)\) (Q944311):
Displaying 11 items.
- Analytic classification of a class of cuspidal foliations in \((\mathbb{C}^3, 0)\) (Q272259) (← links)
- On a local non-linear Riemann-Hilbert problem for germs of singular foliation in \(\mathbb {C}^2\) (Q866587) (← links)
- Complete systems of topological and analytical invariants for a generic foliation of \((\mathbb{C}^ 2,0)\) (Q1357649) (← links)
- On codimension one foliations with prescribed cuspidal separatrix (Q2438823) (← links)
- On the quasi-ordinary cuspidal foliations in \(\mathbb C^3, O\) (Q2496828) (← links)
- On the notions of quasi-homogeneity for two-dimensional holomorphic foliations. (Q2576714) (← links)
- Holonomy and equivalence of analytic foliations (Q2676662) (← links)
- (Q4941618) (← links)
- Differentiable equisingularity of holomorphic foliations (Q5235495) (← links)
- Classification of regular dicritical foliations (Q5364859) (← links)
- Sliding invariants and classification of singular holomorphic foliations in the plane (Q5962658) (← links)
