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Publications3d ago85% confidenceConfidence 85% — the share of independent, credible sources corroborating the core facts.

Baseline-Free Policy Optimization Shows Promise for Neural Combinatorial Optimization

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Researchers evaluated Group Relative Policy Optimization (GRPO), a baseline-free algorithm from large language model alignment, for training neural combinatorial optimization models on routing problems like TSP and CVRP. GRPO eliminates the need for maintaining a frozen policy copy for variance reduction, addressing a structural vulnerability in standard REINFORCE training that causes performance collapse on harder instances. The findings suggest GRPO could improve training stability and efficiency in combinatorial optimization tasks.

A new arXiv preprint evaluates GRPO, an algorithm originally developed for large language model alignment, as an alternative to standard REINFORCE-based training for neural combinatorial optimization (NCO). The standard approach uses a rollout baseline—a frozen copy of the policy—for variance reduction, but this introduces instability on harder problem instances. The researchers conducted controlled comparisons of five RL algorithms on Traveling Salesman Problem (TSP) and Capacitated Vehicle Routing Problem (CVRP) benchmarks using the RL4CO framework. GRPO avoids the training collapse observed with REINFORCE on TSP-100, where performance degraded from cost 9.8 to 52.1 after the warmup phase. At matched gradient updates, GRPO achieved solution quality within 2% of POMO, a strong multi-start baseline, without requiring an external baseline. A second algorithm tested, P3O (pairwise preference optimization), was competitive on TSP but showed higher variability on CVRP.

What's missing

The study does not discuss computational cost comparisons between GRPO and baseline-dependent methods, nor does it address scalability to larger problem instances or real-world applications beyond the benchmarks tested.

What different sources said

  • Baseline-Free Policy Optimization for Neural Combinatorial Optimization

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