Finite-time Lyapunov exponent distributions in trained reservoir computers faithfully reproduce intermittency, fully developed chaos, and crisis-induced transitions from the logistic map, establishing FTLE analysis as a framework for uncovering mechanisms in learned reservoir dynamics.
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Finite-time Lyaponov analysis of a trained reservoir computer
Finite-time Lyapunov exponent distributions in trained reservoir computers faithfully reproduce intermittency, fully developed chaos, and crisis-induced transitions from the logistic map, establishing FTLE analysis as a framework for uncovering mechanisms in learned reservoir dynamics.