Missing Data Estimation in Temporal Multilayer Position-aware Graph Neural Network (TMP-GNN)

• URL: http://arxiv.org/abs/2108.03400v1
• Date: Sat, 7 Aug 2021 08:32:40 GMT
• Title: Missing Data Estimation in Temporal Multilayer Position-aware Graph Neural Network (TMP-GNN)
• Authors: Bahareh Najafi, Saeedeh Parsaeefard, Alberto Leon-Garcia
• Abstract summary: Temporal Multilayered Position-aware Graph Neural Network (TMP-GNN) is a node embedding approach for dynamic graph. We evaluate the performance of TMP-GNN on two different representations of temporal multilayered graphs. We incorporate TMP-GNN into a deep learning framework to estimate missing data and compare the performance with their corresponding competent GNNs.
• Score: 5.936402320555635
• License: http://creativecommons.org/licenses/by/4.0/
• Abstract: GNNs have been proven to perform highly effective in various node-level, edge-level, and graph-level prediction tasks in several domains. Existing approaches mainly focus on static graphs. However, many graphs change over time with their edge may disappear, or node or edge attribute may alter from one time to the other. It is essential to consider such evolution in representation learning of nodes in time varying graphs. In this paper, we propose a Temporal Multilayered Position-aware Graph Neural Network (TMP-GNN), a node embedding approach for dynamic graph that incorporates the interdependence of temporal relations into embedding computation. We evaluate the performance of TMP-GNN on two different representations of temporal multilayered graphs. The performance is assessed against the most popular GNNs on node-level prediction tasks. Then, we incorporate TMP-GNN into a deep learning framework to estimate missing data and compare the performance with their corresponding competent GNNs from our former experiment, and a baseline method. Experimental results on four real-world datasets yield up to 58% of lower ROC AUC for pairwise node classification task, and 96% of lower MAE in missing feature estimation, particularly for graphs with a relatively high number of nodes and lower mean degree of connectivity.

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