Pages that link to "Item:Q330541"
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The following pages link to A computable criterion for the existence of connecting orbits in autonomous dynamics (Q330541):
Displaying 10 items.
- The criterion algorithm of relation of implication between periodic orbits. I (Q1178005) (← links)
- Shilnikov saddle-focus homoclinic orbits from numerics: higher dimensions (Q2116437) (← links)
- An example of Silnikov focus-focus homoclinic orbits (Q2202222) (← links)
- Computer assisted proof of transverse saddle-to-saddle connecting orbits for first order vector fields (Q2249804) (← links)
- Homoclinic orbits and chaos in the generalized Lorenz system (Q2284925) (← links)
- Connecting orbits for a singular nonautonomous real Ginzburg-Landau type equation (Q2797744) (← links)
- The existence of connecting orbits (Q2916434) (← links)
- Validated numerics for equilibria of analytic vector fields: Invariant manifolds and connecting orbits (Q4557492) (← links)
- Study on the Geometrical Properties and Existence of Orbit Homoclinic to a Saddle Point in n-Dimensional Autonomous Vector Field with Polynomials (Q4611178) (← links)
- Connecting orbits of autonomous Lagrangian systems (Q5851953) (← links)
