Pages that link to "Item:Q3165836"
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The following pages link to THE STRUCTURE AND EVOLUTION OF CONFINED TORI NEAR A HAMILTONIAN HOPF BIFURCATION (Q3165836):
Displaying 11 items.
- Chaoticity in the vicinity of complex unstable periodic orbits in galactic type potentials (Q2077825) (← links)
- Visualizing the phase space of the HeI\(_2\) van der Waals complex using Lagrangian descriptors (Q2246982) (← links)
- Analytical and numerical manifolds in a symplectic 4-D map (Q2363849) (← links)
- Instabilities and stickiness in a 3D rotating galactic potential (Q2845136) (← links)
- The structure of phase space close to fixed points in a 4D symplectic map (Q2864931) (← links)
- Branches of stable three-tori using Hamiltonian methods in hopf bifurcation on a rhombic lattice (Q3128229) (← links)
- STUDYING THE BASIN OF CONVERGENCE OF METHODS FOR COMPUTING PERIODIC ORBITS (Q3165821) (← links)
- USING COLOR AND ROTATION FOR VISUALIZING FOUR-DIMENSIONAL POINCARÉ CROSS-SECTIONS: WITH APPLICATIONS TO THE ORBITAL BEHAVIOR OF A THREE-DIMENSIONAL HAMILTONIAN SYSTEM (Q4342382) (← links)
- Revealing roaming on the double Morse potential energy surface with Lagrangian descriptors (Q5059686) (← links)
- On Hamiltonian bifurcations of invariant tori with a Floquet multiplier −1 (Q5478888) (← links)
- The evolution of the phase space structure along pitchfork and period-doubling bifurcations in a 3D-galactic bar potential (Q6608811) (← links)
