Pages that link to "Item:Q815595"
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The following pages link to The use of manifold tangencies to predict orbits, bifurcations and estimate escape in driven systems. (Q815595):
Displaying 10 items.
- Fractal basin boundaries and escape dynamics in a multiwell potential (Q345564) (← links)
- Comparisons between the pendulum with varying length and the pendulum with oscillating support (Q509014) (← links)
- Rotating orbits of a parametrically-excited pendulum (Q1771712) (← links)
- Generic features of escape from a potential well under parametric excitation (Q1964394) (← links)
- Influence of nonlinearity on transition curves in a parametric pendulum system (Q2004806) (← links)
- Birkhoff signature change: a criterion for the instability of chaotic resonance (Q4007141) (← links)
- BIFURCATIONAL PRECEDENCES FOR PARAMETRIC ESCAPE FROM A SYMMETRIC POTENTIAL WELL (Q4342292) (← links)
- DETERMINATION OF CRISIS PARAMETER VALUES BY DIRECT OBSERVATION OF MANIFOLD TANGENCIES (Q4348354) (← links)
- ESTIMATION OF SYMMETRY BREAKING AND ESCAPE BY OBSERVATION OF MANIFOLD TANGENCIES (Q4374627) (← links)
- Hierarchy of bifurcations in the truncated and forced nonlinear Schrödinger model (Q5705474) (← links)