Template-Driven LLM-Paraphrased Framework for Tabular Math Word Problem Generation
Xiaoqiang Kang, Zimu Wang, Xiaobo Jin, Wei Wang, Kaizhu Huang, Qiufeng, Wang

TL;DR
This paper introduces a template-driven, paraphrasing framework for generating diverse, high-quality tabular math word problems to improve LLM reasoning evaluation, addressing issues of correctness and diversity in dataset creation.
Contribution
The paper presents a novel framework combining template extraction and LLM paraphrasing to generate high-quality, diverse TMWP datasets with reasoning annotations, enhancing LLM training and evaluation.
Findings
Generated dataset improves LLM performance on TMWP tasks
Enhanced reasoning annotations aid in better problem-solving accuracy
Framework ensures correctness and diversity in problem generation
Abstract
Solving tabular math word problems (TMWPs) has become a critical role in evaluating the mathematical reasoning ability of large language models (LLMs), where large-scale TMWP samples are commonly required for LLM fine-tuning. Since the collection of high-quality TMWP datasets is costly and time-consuming, recent research has concentrated on automatic TMWP generation. However, current generated samples usually suffer from issues of either correctness or diversity. In this paper, we propose a Template-driven LLM-paraphrased (TeLL) framework for generating high-quality TMWP samples with diverse backgrounds and accurate tables, questions, answers, and solutions. To this end, we first extract templates from existing real samples to generate initial problems, ensuring correctness. Then, we adopt an LLM to extend templates and paraphrase problems, obtaining diverse TMWP samples. Furthermore,…
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Taxonomy
TopicsNatural Language Processing Techniques · Mathematics, Computing, and Information Processing · Handwritten Text Recognition Techniques
MethodsADaptive gradient method with the OPTimal convergence rate
