period-doubling cascades
Period-doubling cascades refer to a mathematical phenomenon where the behavior of a system transitions from a stable state to increasingly complex patterns by doubling the length of its periods, eventually leading to chaos.
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Related Concepts (21)
- attractors
- bifurcations
- chaos theory
- complex behavior
- critical phenomena
- deterministic chaos
- dynamical systems
- feigenbaum constants
- fractals
- lyapunov exponents
- nonlinear dynamics
- nonlinear maps
- periodic orbits
- phase transitions
- renormalization theory
- route to chaos
- self-similarity
- strange attractors
- synchronization
- transition to disorder
- universal scaling laws
Similar Concepts
- coupled oscillations
- coupled oscillations in chaotic systems
- coupled oscillations in coupled pendula
- coupled oscillations in multi-degree of freedom systems
- coupled pendulum oscillations
- damped coupled oscillations
- information cascades
- period doubling bifurcation
- period doubling bifurcations
- period doubling route to chaos
- period-doubling
- period-doubling bifurcation
- population cycles and oscillations
- reaction cascade
- self-perpetuating cycles