Polarity Estimation in a Signed Social Graph Using Graph Features

Meghana Holla, Nishant Aklecha, Ornella Irene Dsouza, Bhaskarjyoti Das
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Abstract

Signed graphs play an important role in social setup. They represent a majority of the networks that model sentiment, trust, opinions and a lot more between entities (people, organizations etc.) represented by the nodes. We propose an approach to predict the polarity of an edge of the graph solely based on the graph features. The key aspect of this experiment lies in the fact that we are trying to model the polarity estimation exclusively based on the structural aspects of the graph while earlier works have focused on using the non-structural, external data like textual attributes from, for example, reviews. Our experiment is to find the latent information that graph features possibly possess. We have also come up with a compact feature vector representation for the task of prediction of the polarity of the edge. We see that it outperforms the selected baseline which is seen to use a bigger feature vector i.e. the feature vector that we are using is almost one-fourth the size of our baseline’s feature vector.
基于图特征的签名社交图极性估计
签名图在社交设置中扮演着重要的角色。它们代表了大多数网络,这些网络对节点所代表的实体(人、组织等)之间的情感、信任、意见等进行建模。我们提出了一种仅基于图特征来预测图边缘极性的方法。这个实验的关键方面在于,我们试图完全基于图的结构方面来建模极性估计,而早期的工作则集中在使用非结构的外部数据,比如来自评论的文本属性。我们的实验是寻找图特征可能包含的潜在信息。我们还提出了一种紧凑的特征向量表示,用于预测边缘的极性。我们看到它优于选择的基线,使用更大的特征向量,即我们使用的特征向量几乎是基线特征向量大小的四分之一。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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