Pages that link to "Item:Q4348354"
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The following pages link to DETERMINATION OF CRISIS PARAMETER VALUES BY DIRECT OBSERVATION OF MANIFOLD TANGENCIES (Q4348354):
Displaying 13 items.
- Non-linearity, bifurcation and chaos in the finite dynamics of different cable models. (Q815593) (← links)
- The use of manifold tangencies to predict orbits, bifurcations and estimate escape in driven systems. (Q815595) (← links)
- Fractal dimensions and \(f(\alpha)\) spectrum of chaotic sets near crises (Q1331213) (← links)
- Spatio-temporal chaos due to attractor-merging in an Ikeda-like system (Q1343916) (← links)
- Explosions of chaotic sets (Q1586872) (← links)
- Analog computation with dynamical systems (Q1586961) (← links)
- KNOT POINTS IN TWO-DIMENSIONAL MAPS AND RELATED PROPERTIES (Q3398188) (← links)
- Sequences of Global Bifurcations and the Related Outcomes after Crisis of the Resonant Attractor in a Nonlinear Oscillator (Q4399471) (← links)
- The nonequilibrium Lorentz gas (Q4526341) (← links)
- FRACTAL SPECTROSCOPY BY NOISE-FREE STOCHASTIC MULTIRESONANCE AT HIGHER HARMONICS (Q4669010) (← links)
- Controlling Nonlinear Dynamics in a Two-Well Impact System. (Q4941387) (← links)
- NEW PHENOMENA IN THE NEIGHBORHOOD OF THE CODIMENSION-TWO BIFURCATION IN THE TWIN-WELL DUFFING OSCILLATOR (Q5474103) (← links)
- Scaling relations and critical exponents for two dimensional two parameter maps (Q6176631) (← links)
