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Unsupervised Sentiment Analysis of Twitter Posts Using Density Matrix Representation

机译:使用密度矩阵表示法的Twitter帖子无监督情绪分析

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Nowadays, a series of pioneering studies provide the evidence that quantum probability theory can be applied in information retrieved as a mathematical framework, such as Quantum Language Model (QLM) and its variants. In these studies, the density matrix, which is defined on the quantum probabilistic space, is used to represent query and document. However, these studies are only designed for information retrieval tasks, which are unable to model sentiment information. In this paper, we investigate the feasibility of quantum probability theory for twitter sentiment analysis, and propose a density matrix based unsupervised sentiment analysis approach. The main idea is to artificially create two sentiment dictionaries, generate density matrices of documents and dictionaries using an extended QLM, then employ the quantum relative entropy to judge the similarity between density matrices of documents and dictionaries. Extensive experiments are conducted on two widely used twitter datasets, which are the Obama-McCain Debate (OMD) dataset and Sentiment Strength Twitter Dataset (SS-Tweet). The experimental results show that our approach significantly outperforms a number of baselines, demonstrating the effectiveness of the proposed density matrix based sentiment analysis approach.
机译:如今,一系列开创性研究提供了证据,证明量子概率论可以应用于以数学框架形式检索的信息,例如量子语言模型(QLM)及其变体。在这些研究中,在量子概率空间上定义的密度矩阵用于表示查询和文档。但是,这些研究仅设计用于信息检索任务,这些任务无法对情感信息进行建模。在本文中,我们研究了量子概率论在推特情感分析中的可行性,并提出了一种基于密度矩阵的无监督情感分析方法。主要思想是人为地创建两个情感词典,使用扩展的QLM生成文档和词典的密度矩阵,然后使用量子相对熵来判断文档和词典的密度矩阵之间的相似性。在两个广泛使用的Twitter数据集上进行了广泛的实验,这些数据集是Obama-McCain辩论(OMD)数据集和Sentiment Strength Twitter数据集(SS-Tweet)。实验结果表明,我们的方法明显优于许多基准,证明了所提出的基于密度矩阵的情感分析方法的有效性。

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