AIJan 30

Enhancing TableQA through Verifiable Reasoning Trace Reward

arXiv:2601.22530v12 citationsh-index: 5Has Code
Originality Incremental advance
AI Analysis

This work addresses the problem of multi-step reasoning complexity in TableQA for AI researchers and practitioners, offering a plug-and-play solution with significant performance gains, though it is incremental in enhancing existing methods.

The paper tackles the challenge of training TableQA agents by introducing RE-Tab, a framework that uses verifiable rewards to guide stepwise reasoning in table transformations, resulting in state-of-the-art performance with a 25% drop in inference cost and up to 41.77% improvement in QA accuracy.

A major challenge in training TableQA agents, compared to standard text- and image-based agents, is that answers cannot be inferred from a static input but must be reasoned through stepwise transformations of the table state, introducing multi-step reasoning complexity and environmental interaction. This leads to a research question: Can explicit feedback on table transformation action improve model reasoning capability? In this work, we introduce RE-Tab, a plug-and-play framework that architecturally enhances trajectory search via lightweight, training-free reward modeling by formulating the problem as a Partially Observable Markov Decision Process. We demonstrate that providing explicit verifiable rewards during State Transition (``What is the best action?'') and Simulative Reasoning (``Am I sure about the output?'') is crucial to steer the agent's navigation in table states. By enforcing stepwise reasoning with reward feedback in table transformations, RE-Tab achieves state-of-the-art performance in TableQA with almost 25\% drop in inference cost. Furthermore, a direct plug-and-play implementation of RE-Tab brings up to 41.77% improvement in QA accuracy and 33.33% drop in test-time inference samples for consistent answer. Consistent improvement pattern across various LLMs and state-of-the-art benchmarks further confirms RE-Tab's generalisability. The repository is available at https://github.com/ThomasK1018/RE_Tab .

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