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Efficient Active Search for Combinatorial Optimization Problems

ICLR 2022 · Learning theory and algorithms › Combinatorial and search optimization · approach: Monte Carlo tree search · 27 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Update a subset of POMO parameters through EAS-EmbPOMO · TSP n=100Gap: 0.074% -> 0.063%Helped
Update a subset of POMO parameters through EAS-LayPOMO · CVRP n=100Gap: 0.17% -> -0.23%Helped
Update static node embeddings during searchL2D · JSSP 10 × 10Gap: 8.0% -> 3.7%Helped
Use EAS-Emb for larger-than-training instancesPOMO · TSP n=200Gap: 1.416% -> 0.400%Helped
Use EAS-Tab without retuning alpha on larger instancesPOMO · CVRP n=200Gap: 5.35% -> 11.8%Hurt
Add the imitation-learning loss to EAS-Emb or EAS-Lay (ablation)POMO-based EAS · TSP and CVRPsolution qualityHelped
Add the imitation-learning loss to EAS-Emb or EAS-Lay (ablation)L2D-based EAS · JSSPsolution qualityNo clear effect
Add the imitation-learning loss to original active search (ablation)Active search · TSPGap: 0.046% -> 0.052%No clear effect
Add the imitation-learning loss to original active search (ablation)Active search · CVRPGap: -0.070% -> -0.073%No clear effect
Add the imitation-learning loss to original active search (ablation)Active search · JSSPGap: 5.80% -> 5.78%No clear effect
Reduce sigma so the lookup table has less influence (ablation)EAS-Tab · TSP, CVRP, and JSSPsolution qualityHurt

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