4 research outputs found

    Kovalevskaya's method in rigid body dynamics

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    Bounds on the unstable eigenvalue for the asymmetric renormalization operator for period doubling

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    We establish rigorous bounds for the unstable eigenvalue of the period-doubling renormalization operator for asymmetric unimodal maps. Herglotz-function techniques and cone invariance ideas are used. Our result generalizes an established result for conventional period doubling
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