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SemOPT: Fixing Semantic Errors in LLM-based Optimization Modeling via Reward-Guided Search

SemOPT, a semantic-guided framework for correcting LLM-based optimization models, achieves an average 7.6% accuracy improvement over the strongest baseline on complex datasets across seven optimization modeling benchmarks, according to the arXiv paper 2609.37361v1. The framework pairs a semantic reward model that distinguishes faithful math models from plausible but incorrect ones with an adaptive correction system applying hierarchical reward-guided search over the modeling space. SemOPT targets semantic errors, in which solver code returns an objective value but violates the original problem's intent, which do not trigger runtime failures and are therefore difficult to detect and rectify.

by read1 min views1 publishedSep 30, 2026

arXiv:2609.37361v1 Announce Type: new Abstract: Operations research supports decision-making in domains such as energy, economics, and healthcare. Solving operations research problems typically begins with optimization modeling, which translates a natural-language problem description into executable solver code. LLMs offer a promising way to automate this process, but they remain prone to errors. In practice, these errors can be divided into two categories: syntactic errors refer to solver code that fails to run successfully or is judged infeasible by the solver; semantic errors refer to solver code that successfully returns an objective value but violates the intent of the original problem. Since semantic errors do not trigger runtime failures, they are difficult to detect and rectify. To address this problem, we introduce SemOPT, a semantic-guided framework for correcting LLM-based optimization models. SemOPT combines a semantic reward model that distinguishes faithful math models from plausible but incorrect ones with an adaptive correction system that applies hierarchical reward-guided search over the modeling space. Experiments on seven optimization modeling benchmarks show that SemOPT establishes a new state of the art and achieves an average 7.6% accuracy improvement over the strongest baseline on complex datasets.

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