Explaining Math Word Problem Solvers

Abby Newcomb, J. Kalita
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Abstract

Automated math word problem solvers based on neural networks have successfully managed to obtain 70-80% accuracy in solving arithmetic word problems. However, it has been shown that these solvers may rely on superficial patterns to obtain their equations. In order to determine what information math word problem solvers use to generate solutions, we remove parts of the input and measure the model’s performance on the perturbed dataset. Our results show that the model is not sensitive to the removal of many words from the input and can still manage to find a correct answer when given a nonsense question. This indicates that automatic solvers do not follow the semantic logic of math word problems, and may be overfitting to the presence of specific words.
解释数学单词问题的解决方法
基于神经网络的自动数学应用题求解器在求解算术应用题方面已经成功地达到了70-80%的准确率。然而,已经证明,这些求解器可能依赖于表面模式来获得它们的方程。为了确定数学单词问题解决者使用什么信息来生成解决方案,我们删除了部分输入并测量了模型在扰动数据集上的性能。我们的结果表明,该模型对从输入中删除许多单词并不敏感,并且在给定无意义问题时仍然可以设法找到正确答案。这表明自动求解器不遵循数学单词问题的语义逻辑,并且可能过度拟合特定单词的存在。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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