Multidimensional scaling in networks allows for the discovery of latent information about their structure by embedding nodes in some feature space. Ideological scaling for users in social networks such as Twitter is an example, but similar settings can include diverse applications in other networks and even media platforms or e-commerce. A growing literature of ideology scaling methods in social networks restricts the scaling procedure to nodes that provide interpretability of the feature space: on Twitter, it is common to consider the sub-network of parliamentarians and their followers. This allows to interpret inferred latent features as indices for ideology-related concepts inspecting the position of members of parliament. While effective in inferring meaningful features, this is generally restrained to these sub-networks, limiting interesting applications such as country-wide measurement of polarization and its evolution. We propose two methods to propagate ideological features beyond these sub-networks: one based on homophily (linked users have similar ideology), and the other on structural similarity (nodes with similar neighborhoods have similar ideologies). In our methods, we leverage the concept of neighborhood ideological coherence as a parameter for propagation. Using Twitter data, we produce an ideological scaling for 370K users, and analyze the two families of propagation methods on a population of 6.5M users. We find that, when coherence is considered, the ideology of a user is better estimated from those with similar neighborhoods, than from their immediate neighbors.
翻译:网络的多层面缩放使得人们能够通过将节点嵌入某些地物空间来发现有关其结构的潜在信息。Twitter等社会网络用户的意识形态缩放是一个实例,但类似的环境可以包括其他网络、甚至媒体平台或电子商务中的各种应用。社交网络中意识形态缩放方法的文献不断增长,限制向能提供特征空间解释的节点推广程序:在Twitter上,考虑议员及其追随者子网络是常见的。这样可以将推断出的潜在特征解释为检查议员地位的意识形态相关概念的指数。在有效推断有意义的特征的同时,这通常受到这些子网络的限制,限制了其他网络、甚至媒体平台上的各种应用。我们提出了两种方法来传播这些子网络以外的意识形态特征:一种基于同质(相连接的用户有着相似的意识形态),另一种基于结构相似性(相近邻的网络有着相似的意识形态)。在我们的方法中,我们利用邻区意识形态一致性的概念作为传播的参数。我们使用Twitter数据,为370K用户制作了意识形态缩放,限制了这些子网络的有趣应用。我们提出了两种意识形态,从这些用户的角度分析了他们中间的排序。