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Textual Description for Mathematical Equations

机译:数学方程式的文字说明

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Reading of mathematical expression or equation in the document images is very challenging due to the large variability of mathematical symbols and expressions. In this paper, we pose reading of mathematical equation as a task of the generation of the textual description which interprets the internal meaning of this equation. Inspired by the natural image captioning problem in computer vision, we present a mathematical equation description ( MED ) model, a novel end-to-end trainable deep neural network based approach that learns to generate a textual description for reading mathematical equation images. Our MED model consists of a convolution neural network as an encoder that extracts features of input mathematical equation images and a recurrent neural network with attention mechanism which generates description related to the input mathematical equation images. Due to the unavailability of mathematical equation image data sets with their textual descriptions, we generate two data sets for experimental purpose. To validate the effectiveness of our MED model, we conduct a real-world experiment to see whether the students are able to write equations by only reading or listening their textual descriptions or not. Experiments conclude that the students are able to write most of the equations correctly by reading their textual descriptions only.
机译:由于数学符号和表达的大变化,在文档图像中读取数学表达或等式非常具有挑战性。在本文中,我们将数学方程的读取作为生成文本描述的任务,这解释了该等式的内部含义。通过计算机视觉中的自然图像标题问题的启发,我们提出了一种数学方程式描述(MED)模型,一种新的基于端到端培训的深度神经网络的方法,该方法学习生成用于读取数学方程图像的文本描述。我们的Med模型包括卷积神经网络作为编码器,其提取输入数学公式图像的特征和经常性神经网络,注意机制,其产生与输入数学等式图像相关的描述。由于数学公式图像数据集具有其文本描述,我们为实验目的生成两个数据集。为了验证我们的MED模型的有效性,我们开展了真实的实验,看看学生是否能够仅通过阅读或倾听他们的文本描述来编写方程式。实验得出结论,学生只需阅读他们的文本描述,就可以正确地编写大部分方程式。

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