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Research map / Learning theory and algorithms / Combinatorial and search optimization

Revisiting Implicit Differentiation for Learning Problems in Optimal Control

NeurIPS 2023 · Learning theory and algorithms › Combinatorial and search optimization · approach: Constrained neural network optimization · 1 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use IDOC instead of PDP to compute trajectory derivativesEquality-constrained LfD · Cartpole, Quadrotor, Robotarm, and Rocketimitation lossNo clear effect
Use IDOC instead of PDP to compute trajectory derivativesCartpole equality-constrained LfD · Cartpolenumerical stability: two occasions across the five trialsHelped
Use IDOC instead of Safe-PDP for hard inequality constraintsInequality-constrained LfD · Cartpole, Quadrotor, Robotarm, and Rocketimitation lossHelped
Use a log-barrier approximation instead of hard inequality constraintsSafe-PDP · Inequality-constrained LfDimitation lossMixed
Compute VJPs directly instead of constructing full trajectory derivativesIDOC · Synthetic benchmarkcomputation time: by an order of magnitude with model sizeHelped
Use IDOC instead of PDP for full trajectory derivativesSynthetic benchmark · Synthetic benchmarkcomputation timeNo clear effect
Use IDOC instead of PDP to compute trajectory derivativesSynthetic benchmark · Synthetic benchmarknumerical stabilityHelped
Vectorize IDOC computations across timestepsIDOC · Simulation LfD taskscomputation time: around a 2× speedup over PDPHelped
Compute VJPs directly rather than explicitly constructing trajectory derivativesIDOC · Simulation LfD taskscomputation time: approx. 10% saving in compute timeHelped
Use IDOC instead of PDP for trajectory derivativesEquality-constrained LfD · Robotarm and Rocketimitation lossNo clear effect

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