Pages that link to "Item:Q555061"
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The following pages link to Characterization of a monodromic singular point of a planar vector field (Q555061):
Displaying 17 items.
- A new algorithm for determining the monodromy of a planar differential system (Q275015) (← links)
- Geometric criterium in the center problem (Q727546) (← links)
- Local phase portraits through the Newton diagram of a vector field (Q887464) (← links)
- The center problem. A view from the normal form theory (Q890527) (← links)
- On a singular point with one zero characteristic root (Q945970) (← links)
- The center problem for \(\mathbb{Z}_2\)-symmetric nilpotent vector fields (Q1645117) (← links)
- Non-formally integrable centers admitting an algebraic inverse integrating factor (Q1660986) (← links)
- Center problem with characteristic directions and inverse integrating factors (Q2076285) (← links)
- Integrability of planar nilpotent differential systems through the existence of an inverse integrating factor (Q2207312) (← links)
- Center problem for generic degenerate vector fields (Q2238810) (← links)
- Orbitally universal centers (Q2309324) (← links)
- Monodromy of a class of analytic generalized nilpotent systems through their Newton diagram (Q2346638) (← links)
- Nondegenerate and nilpotent centers for a cubic system of differential equations (Q2423711) (← links)
- Center conditions to find certain degenerate centers with characteristic directions (Q6089642) (← links)
- The Poincaré map of degenerate monodromic singularities with Puiseux inverse integrating factor (Q6166405) (← links)
- Existence and nonexistence of Puiseux inverse integrating factors in analytic monodromic singularities (Q6590535) (← links)
- New sufficient condition for the two-dimensional real Jacobian conjecture through the Newton diagram (Q6616056) (← links)
