rössler attractor
The Rössler attractor is a mathematical model that represents a chaotic dynamic system. It is characterized by a set of non-linear differential equations that generate a unique pattern of movement in three-dimensional space, showing a spiral and erratic behavior.
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Related Concepts (21)
- attractor
- bifurcation theory
- butterfly effect
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- chaos synchronization
- chaos theory
- chaotic systems
- deterministic chaos
- dynamical instability
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- fractal geometry
- lorenz attractor
- lyapunov exponent
- nonlinear differential equations
- nonlinear dynamics
- oscillations
- phase space
- strange attractor
- strange attractors
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