耦合网络中的链路预测

Yuxiao Dong, Jing Zhang, Jie Tang, N. Chawla, Bai Wang
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引用次数: 82

摘要

我们研究了耦合网络中的链路预测问题,其中我们有一个(源)网络的结构信息以及该网络与另一个(目标)网络之间的相互作用。目标是预测目标网络中缺失的环节。这个问题极具挑战性,因为我们没有任何关于目标网络的信息。此外,源网络和目标网络通常是异构的,具有不同类型的节点和链路。如何利用源网络中的结构信息来预测目标网络中的链路?如何利用两个网络之间的异构交互来完成预测任务?我们提出了一个统一的框架CoupledLP来解决这个问题。给定两个耦合网络,首先利用原子传播规则在目标网络中自动构建隐式链接,解决目标网络不完备性的挑战,然后提出一个耦合因子图模型,将两个网络耦合部分提取的元路径结合起来,实现异构知识的传递。我们在两种不同类型的数据集上评估了所提出的框架:疾病基因(DG)和移动社交网络。在DG网络中,我们的目标是使用疾病网络来预测基因之间的关联。在移动网络中,我们的目标是利用一个移动运营商的移动通信网络来推断其竞争对手的网络结构。在这两个数据集上,提出的CoupledLP框架优于几种替代方法。所提出的耦合链接预测问题和相应的框架在生物学和社会网络中具有科学和商业应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
CoupledLP: Link Prediction in Coupled Networks
We study the problem of link prediction in coupled networks, where we have the structure information of one (source) network and the interactions between this network and another (target) network. The goal is to predict the missing links in the target network. The problem is extremely challenging as we do not have any information of the target network. Moreover, the source and target networks are usually heterogeneous and have different types of nodes and links. How to utilize the structure information in the source network for predicting links in the target network? How to leverage the heterogeneous interactions between the two networks for the prediction task? We propose a unified framework, CoupledLP, to solve the problem. Given two coupled networks, we first leverage atomic propagation rules to automatically construct implicit links in the target network for addressing the challenge of target network incompleteness, and then propose a coupled factor graph model to incorporate the meta-paths extracted from the coupled part of the two networks for transferring heterogeneous knowledge. We evaluate the proposed framework on two different genres of datasets: disease-gene (DG) and mobile social networks. In the DG networks, we aim to use the disease network to predict the associations between genes. In the mobile networks, we aim to use the mobile communication network of one mobile operator to infer the network structure of its competitors. On both datasets, the proposed CoupledLP framework outperforms several alternative methods. The proposed problem of coupled link prediction and the corresponding framework demonstrate both the scientific and business applications in biology and social networks.
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