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Multi-Modal Component Embedding for Fake News Detection

机译:用于假新闻检测的多模式组件嵌入

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摘要

As numerous fake news bloom and spread wildly on social media, fake news detection has recently been drawing a growing amount of attention. Single news consists of various multi-modal components (e.g., text, image, and event). Thus, a desirable model for fake news detection must satisfy two requirements: 1) it must correctly learn the reliability of each component 2) it must be capable of capturing the relationship among the components. In this paper, we propose a Multi-modal Component Embedding framework (MCE) for fake news detection, which is designed to satisfy all the requirements. It first defines a latent vector for each news article as the sum of its component latent vectors. For each component, we regard its magnitude as its reliability, and regard its directional relationship as its consistency. In this context, the magnitude of each news latent vector represents how reliable the news is. Thus, MCE learns the latent space so that the magnitude of the real news vectors becomes larger than that of the fake news vectors. During the training, a news vector becomes larger when its component vectors are reliable (i.e., large magnitude) and when its component vectors are well aligned (i.e., high consistency). By doing so, MCE can capture the complex relationship among the components as well as the reliability of each component. Our extensive experiments on two real-world datasets show that MCE outperforms all the baselines. We also provide a qualitative analysis on the embedding space to verify its capability of satisfying the requirements.
机译:随着大量的虚假新闻在社交媒体上大量传播和传播,虚假新闻检测最近引起了越来越多的关注。单一新闻由各种多模式组成部分(例如,文本,图像和事件)组成。因此,用于假新闻检测的理想模型必须满足两个要求:1)它必须正确地了解每个组件的可靠性2)它必须能够捕获这些组件之间的关系。在本文中,我们提出了一种用于伪造新闻检测的多模式组件嵌入框架(MCE),该框架旨在满足所有要求。它首先为每个新闻文章定义一个潜在向量,作为其潜在向量的总和。对于每个组件,我们将其大小视为其可靠性,并将其方向关系视为其一致性。在这种情况下,每个新闻潜在矢量的大小代表新闻的可靠性。因此,MCE学习潜在空间,以便真实新闻向量的大小变得大于伪新闻向量的大小。在训练期间,当新闻向量的分量向量可靠(即,幅度较大)并且其分量向量良好对齐(即,高一致性)时,新闻向量变大。这样,MCE可以捕获组件之间的复杂关系以及每个组件的可靠性。我们在两个真实数据集上进行的广泛实验表明,MCE的性能优于所有基线。我们还对嵌入空间进行了定性分析,以验证其满足要求的能力。

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