基于BERT和Bi-LSTM的线性函数关系识别

Chensi Li, Xinguo Yu, Rao Peng
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引用次数: 0

摘要

问题解决技术是智能教育领域的研究热点。线性函数场景问题是一类重要的问题。提出了一种求解线性函数问题的线性函数关系识别算法。首先,通过BERT模型将问题文本转换为语义向量;其次,建立线性函数关系候选集,并使用基于Bi-LSTM的识别模型在候选集中选择正确的线性关系集;最后,采用两阶段求解方法,从正确的线性关系集合中求出隐式关系和显式关系,从而得到结果。实验对486个线性函数场景问题进行了测试。结果表明,该算法在寻找正确的线性关系集方面的准确率达到86.1%,在求解线性函数场景问题方面的准确率达到59.4%。
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Linear Function Relation Identification Based on BERT and Bi-LSTM
Problem solving technology is a hot research issue in intelligent education. Linear function scenario problem is one of the important types of problems. This paper presents a linear function relation identification algorithm for solving linear function problems. Firstly, the problem text was transformed into semantic vectors through the BERT model. Secondly, a linear function relation candidate set is created and a Bi-LSTM based identification model is used to select the correct set of linear relations among candidates. Finally, a two-stage solving method is used to obtain the implicit and explicit relations from the correct set of linear relations to get the result. The experiment was tested on 486 linear function scenario problems. The result shows our algorithm achieved 86.1% accuracy in finding the correct set of linear relations and 59.4% accuracy in solving linear function scenario problems.
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