A contractive dynamical-system policy, built from recurrent equilibrium networks and coupling layers, that guarantees out-of-sample recovery and is shown to beat stable baselines on imitation benchmarks.
Learning L yapunov-stable polynomial dynamical systems through imitation
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Contractive Dynamical Imitation Policies for Efficient Out-of-Sample Recovery
A contractive dynamical-system policy, built from recurrent equilibrium networks and coupling layers, that guarantees out-of-sample recovery and is shown to beat stable baselines on imitation benchmarks.