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

Symbolic Regression via Deep Reinforcement Learning Enhanced Genetic Programming Seeding

NeurIPS 2021 · Learning theory and algorithms › Combinatorial and search optimization · approach: Differentiable and symbolic reasoning · 15 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
add GP with RNN-seeded populations to RNN-only (DSR) (ablation)Ours · Nguyen+R+Livermore (all)recovery rate: 45.19 -> 74.92Helped
seed GP with RNN samples instead of random seeds (ablation)Ours · Nguyen+R+Livermore (all)recovery rate: 63.57 -> 74.92Helped
train RNN on GP samples (off-policy) instead of only RNN samples (ablation)Ours · Nguyen+R+Livermore (all)recovery rate: 66.27 -> 74.92Helped
add RL (RNN) samples to training in addition to GP samples (ablation)Ours · Nguyen+R+Livermore (all)recovery rate: 74.81 -> 74.92No clear effect
use PQT instead of VPG/RSPG trainer (ablation)Ours · Nguyen+R+Livermore (all)recovery rate: 74.27 -> 74.92No clear effect
add entropy regularizer (ablation)Ours · Nguyen+R+Livermore (all)recovery rate: 73.95 -> 74.92No clear effect
use mixed mutation types instead of uniform only (ablation)Ours · Nguyen+R+Livermore (all)recovery rate: 72.65 -> 74.92Helped
add inverse/trig constraints (ablation)Ours · Nguyen+R+Livermore (all)recovery rate: 71.35 -> 74.92Helped
train RNN (nonzero learning rate) (ablation)Ours · Nguyen+R+Livermore (all)recovery rate: 65.95 -> 74.92Helped
hybrid method versus DSR on min NMSE for unsolved benchmarksOurs · Nguyen-12min NMSE: 2.01 × 10−2 -> 1.41 × 10−4Helped

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