Pages that link to "Item:Q1610064"
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The following pages link to Universality and scaling in chaotic attractor-to-chaotic attractor transitions. (Q1610064):
Displaying 12 items.
- A dynamical phase transition for a family of Hamiltonian mappings: a phenomenological investigation to obtain the critical exponents (Q304387) (← links)
- Generate \(n\)-scroll attractor via composite switching controls (Q541410) (← links)
- Coexistence of the bandcount-adding and bandcount-increment scenarios (Q659539) (← links)
- Chaos-hyperchaos transition. (Q812247) (← links)
- Study on the dynamical behaviors of a two-dimensional discrete system (Q1015127) (← links)
- Phase transitions in thermodynamics of a local Lyapunov exponent for fully-developed chaotic systems (Q1203306) (← links)
- Generate \(n\)-scroll attractor in linear system by scalar output feedback (Q1433709) (← links)
- A note on entropy of 3-buffer flow model (Q1772635) (← links)
- Coherent stochastic resonance in a system with in-out intermittency (Q2381551) (← links)
- \(q\)-phase transitions and dynamic scaling laws at attractor-merging crises in the driven damped pendulum. (Q2756849) (← links)
- Universal critical behavior of transition to chaos: Intermittency route (Q5097493) (← links)
- Scaling relations and critical exponents for two dimensional two parameter maps (Q6176631) (← links)
