Solving Solid Geometric Calculation Problems in Text

Xinguo Yu, Yixing Geng, Zihan Feng
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Abstract

Solving solid geometric calculation problems is a hard branch problem in problem solving because it usually requires both qualitative reasoning and quantitative calculation to produce the solutions. This paper proposes a solver to solve the solid geometric calculation problems in text. First, it extracts a group of geometric relations from the problem text as the outcome of problem understanding by adopting syntactic-semantic method. Then, it finds out that the given problem should calculate on which solid geometric subject so that it constructs the subject in 3D Cartesian coordinate system. Finally, it calculates the answer using coordinate system, and generates readable solution including the solution text and 3D diagram. The proposed solver is tested on a dataset including 140 solid geometric calculation problems. The test result shows that the solver proposed in this paper achieves an accuracy of 76.43%.
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解决文本中的固体几何计算问题
立体几何计算问题的求解是问题求解中的一个难点分支问题,通常需要定性推理和定量计算来求解。本文提出了一种求解器来解决文本中实体几何计算问题。首先,采用句法语义方法从问题文本中提取一组几何关系作为问题理解的结果;然后,找出给定问题应计算在哪个实体几何主体上,从而在三维笛卡尔坐标系中构造主体。最后利用坐标系计算答案,生成可读解,包括解文本和三维图。在包含140个实体几何计算问题的数据集上对该求解器进行了测试。测试结果表明,本文提出的求解器准确率达到76.43%。
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