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Learning Control-Oriented Dynamical Structure from Data

ICML 2023 · Probabilistic and scientific modeling › Dynamical systems · approach: Stable contractive dynamics · 1 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Learn SDC factorizations with the dynamics model and use SD-LQRControl-affine nonlinear systems · PVTOLRMS tracking error: N = 100; N_traj = 5Helped
Learn SDC factorizations with the dynamics model and use SD-LQRControl-affine nonlinear systems · SpacecraftRMS tracking errorMixed
Learn SDC factorizations with the dynamics model and use SD-LQRControl-affine nonlinear systems · PVTOL double loop-the-loop trajectorytracking successHelped
Learn SDC factorizations alongside the dynamics model, then use linearized LQR instead of SD-LQR (ablation)SDC-regularized learned dynamics model · Spacecraft and PVTOLRMS tracking errorHelped
Use the learned SDC factorizations directly in SD-LQR rather than only using the SDC-regularized model with linearized LQR (ablation)SDC-regularized learned dynamics model · Trajectory data, N_traj in {1,2}RMS tracking error: N_traj ∈ {1,2}Mixed
Learn a controller and CCM jointly using sampled certificate-condition penaltiesCCM learning · Spacecraft and PVTOLRMS tracking errorHurt
Learn a dynamics model for linearized LQR rather than learning SDC structureNaive LQR learning · PVTOL double loop-the-loop trajectorytracking successHurt
Increase labelled training data for naive learned linearized LQRNaive LQR learning · Spacecraft and PVTOLRMS tracking errorHelped
Use a learned nonlinear error-dynamics factorization instead of the oracle LQR's linear approximationSD-LQR · PVTOLRMS tracking error: N = 100; N_traj = 5Helped

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