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Power Series Representation Model of Text Knowledge Based on Human Concept Learning

机译:基于人类概念学习的文本知识的幂级数表示模型

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How to build a text knowledge representation model, which carries rich knowledge and has a flexible reasoning ability as well as can be automatically constructed with a low computational complexity, is a fundamental challenge for reasoning-based knowledge services, especially with the rapid growth of web resources. However, current text knowledge representation models either lose much knowledge [e.g., vector space model (VSM)] or have a high complex computation [e.g., latent Dirichlet allocation (LDA)]; even some of them cannot be constructed automatically [e.g., web ontology language, (OWL)]. In this paper, a novel text knowledge representation model, power series representation (PSR) model, which has a low complex computation in text knowledge constructing process, is proposed to leverage the contradiction between carrying rich knowledge and automatic construction. First, concept algebra of human concept learning is developed to represent text knowledge as the form of power series. Then, degree-2 power series hypothesis is introduced to simplify the proposed PSR model, which can be automatically constructed with a lower complex computation and has more knowledge than the VSM and LDA. After that, degree-2 power series hypothesis-based reasoning operations are developed, which provide a more flexible reasoning ability than OWL and LDA. Furthermore, experiments and comparisons with current knowledge representation models show that our model has better characteristics than others when representing text knowledge. Finally, a demo is given to indicate that PSR model has a good prospect over the area of web semantic search.
机译:如何构建文本知识表示模型,该模型包含丰富的知识并具有灵活的推理能力,并且可以以低计算复杂度自动构建,这是基于推理的知识服务的基本挑战,尤其是随着Web的快速发展资源。但是,当前的文本知识表示模型要么失去很多知识[例如向量空间模型(VSM)],要么具有高复杂度的计算结果[例如潜在的狄利克雷分配(LDA)];甚至其中的一些也无法自动构建[例如,Web本体语言(OWL)]。本文提出了一种新颖的文本知识表示模型,即幂级数表示(PSR)模型,该模型在文本知识构建过程中具有较低的复杂度,可以利用携带知识和自动构建之间的矛盾。首先,开发了人类概念学习的概念代数,以将文本知识表示为幂级数的形式。然后,引入了2次幂级数假设以简化所提出​​的PSR模型,该模型可以用较低的复杂度自动构建,并且比VSM和LDA具有更多的知识。之后,开发了基于2次幂级数假设的推理操作,它比OWL和LDA提供了更灵活的推理能力。此外,实验和与当前知识表示模型的比较表明,我们的模型在表示文本知识时具有比其他模型更好的特性。最后,给出了一个演示以表明PSR模型在Web语义搜索领域中具有良好的前景。

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