Continuous control of chaos by self-controlling feedback.¶
Pyragas, K. (1992). Continuous control of chaos by self-controlling feedback. Physics Letters A, 170(6), 421-428.
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Primes¶
- Attractor Selection and Basin Control
- This clarity redirects thinking from "how hard can I push?" (a question of force magnitude) to "how can I reshape the landscape?" (a question of parameter selection and boundary conditions), a reframing Pyragas (1992) developed in his work on continuous control of chaotic systems by self-controlling delayed feedback.
This sourceIntroduces delayed-feedback (Pyragas) control: stabilizes unstable orbits by reshaping the local landscape via feedback rather than forcing trajectories to target states. SUPPORTS marker 058 (reshape-landscape vs. push-magnitude).
- This clarity redirects thinking from "how hard can I push?" (a question of force magnitude) to "how can I reshape the landscape?" (a question of parameter selection and boundary conditions), a reframing Pyragas (1992) developed in his work on continuous control of chaotic systems by self-controlling delayed feedback.
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