WeCon neural solver cuts inference time 40% on multi-objective optimization
New weight-conditioned model matches SOTA while running 40% faster
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WeCon, introduced by Xuan Wu and nine co-authors, tackles Multi-Objective Combinatorial Optimization Problems (MOCOPs) – tasks where multiple conflicting objectives must be balanced, such as cost vs. quality in logistics. Existing neural solvers often inject weight vectors only once, limiting context, or suffer from signal dilution during decoding. WeCon addresses this with a custom encoder layer featuring three attention blocks and a Gated Residual Fusion (GRF) block that harmoniously blends instance features and weights. In the decoder, a plug-and-play Residual Fusion (RF) block prevents weight-signal dilution.
To improve training, WeCon introduces Efficient Preference Optimization (EPO), which constructs higher-quality solution pairs instead of relying on random sampling. This yields more informative training signals. Across four MOCOP variants at different problem scales and distributions, WeCon achieves HyperVolume (HV) values comparable to the state-of-the-art POCCO-W solver while slashing inference time by 40%. Ablation studies validate the contributions of the GRF, RF, and EPO components. The work is published on arXiv (2605.22876) and could significantly accelerate real-world multi-objective optimization in supply chain, finance, and engineering.
- WeCon uses a Gated Residual Fusion (GRF) block in the encoder and a Residual Fusion (RF) block in the decoder to maintain weight-context throughout the network.
- The Efficient Preference Optimization (EPO) training method constructs higher-quality solution pairs, improving training effectiveness over random sampling.
- WeCon matches the HyperVolume of SOTA solver POCCO-W while reducing inference time by 40% across four MOCOP variants.
Why It Matters
40% faster multi-objective optimization enables near-instant decisions in logistics, finance, and engineering without sacrificing solution quality.