4.6 Article

Link Weight Prediction Using Weight Perturbation and Latent Factor

Journal

IEEE TRANSACTIONS ON CYBERNETICS
Volume 52, Issue 3, Pages 1785-1797

Publisher

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TCYB.2020.2995595

Keywords

Prediction algorithms; Indexes; Feature extraction; Measurement; Predictive models; Perturbation methods; Biological system modeling; Complex network; latent factor; link weight prediction; weight perturbation

Funding

  1. National Natural Science Foundation of China [61503285, 61772367, U1936205]
  2. Municipal Natural Science Foundation of Shanghai [17ZR1446000]
  3. Program of Science and Technology Innovation Action of Science and Technology Commission of Shanghai Municipality [17511105204, 19511120700]
  4. Shanghai Municipal Commission of Economy and Informatization [18XI-05]
  5. Hong Kong Research Grants Council through GRF [CityU 11200317]

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Link weight prediction is a crucial topic in network science and machine learning. This article introduces a novel unsupervised mixed strategy that combines the weight consistency of the network and the link weight-associated latent factors of the nodes to address the link weight prediction problem. Experimental results demonstrate that this approach performs well in terms of both performance and interpretability.
Link weight prediction is an important subject in network science and machine learning. Its applications to social network analysis, network modeling, and bioinformatics are ubiquitous. Although this subject has attracted considerable attention recently, the performance and interpretability of existing prediction models have not been well balanced. This article focuses on an unsupervised mixed strategy for link weight prediction. Here, the target attribute is the link weight, which represents the correlation or strength of the interaction between a pair of nodes. The input of the model is the weighted adjacency matrix without any preprocessing, as widely adopted in the existing models. Extensive observations on a large number of networks show that the new scheme is competitive to the state-of-the-art algorithms concerning both root-mean-square error and Pearson correlation coefficient metrics. Analytic and simulation results suggest that combining the weight consistency of the network and the link weight-associated latent factors of the nodes is a very effective way to solve the link weight prediction problem.

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