Multi-View Subgraph Neural Networks for Self-Supervised Learning with Scarce Labeled Data

Conceitos Básicos

The proposed Multi-View Subgraph Neural Networks (Muse) can effectively capture both local structure and long-range dependencies of labeled nodes to boost graph-based node classification performance under scarce labeled data.

Resumo

The paper presents a novel self-supervised learning framework called Multi-View Subgraph Neural Networks (Muse) for handling graph-based node classification tasks with limited labeled data.
Key highlights:

Existing graph neural networks (GNNs) rely heavily on the availability of sufficient labeled samples, which restricts their performance in low-data regimes.
The authors point out that leveraging subgraphs can augment the representation of a node with homophily properties, thus alleviating the low-data regime. However, prior works fail to capture the long-range dependencies among nodes.
Muse identifies subgraphs from two different views: one from the original input space to capture local structure, and the other from the latent space to capture long-range dependencies. By fusing these two views of subgraphs, Muse can preserve the topological properties of the graph at large, including local structure and long-range dependencies.
The authors provide a theoretical generalization error bound based on Rademacher complexity to show the effectiveness of capturing complementary information from subgraphs of multiple views.
Experiments on canonical node classification problems demonstrate that Muse outperforms alternative methods on node classification tasks with limited labeled data.

Estatísticas

The number of labeled nodes per class is extremely scarce, e.g., 1 or 2 labeled samples per class.
The datasets used include citation networks (Cora, Citeseer, Pubmed) and social networks (BlogCatalog, Flickr).

Citações

"When there are scarce labels in the graph, the unlabeled nodes can only obtain limited supervisory signals during the propagation process, leading to severe overfitting."
"Capturing long-range dependencies enables unlabeled nodes can perceive distant labeled nodes with homophily properties, thus improving the prediction confidence."

Principais Insights Extraídos De

Multi-View Subgraph Neural Networks: Self-Supervised Learning with Scarce Labeled Data

by Zhenzhong Wa... às arxiv.org 04-22-2024

https://arxiv.org/pdf/2404.12569.pdf

Perguntas Mais Profundas

How can the proposed Muse framework be extended to handle dynamic graphs or heterogeneous graphs

The proposed Muse framework can be extended to handle dynamic graphs by incorporating techniques for handling temporal aspects of the data. One approach could be to introduce a time component to the graph data, where nodes and edges have timestamps associated with them. This way, the model can capture the evolution of the graph over time and adapt its representations accordingly. Additionally, techniques like graph convolutional networks (GCNs) can be modified to incorporate temporal information, allowing the model to learn from the sequential nature of the data.
For heterogeneous graphs, Muse can be extended by incorporating different types of nodes and edges with varying attributes. By defining multiple views based on the different types of nodes and edges, the model can capture the diverse information present in heterogeneous graphs. Techniques like attention mechanisms can be used to weight the importance of different types of nodes and edges in the graph, enabling the model to learn more effectively from the heterogeneous data.

What are the potential limitations of the current Muse approach, and how can it be further improved to handle more complex graph structures or tasks

One potential limitation of the current Muse approach is the scalability to very large graphs with millions of nodes and edges. As the model needs to extract subgraphs and embeddings for each node, the computational complexity can become a bottleneck for handling massive graphs. To address this limitation, techniques like graph sampling, parallel processing, and distributed computing can be employed to make the model more scalable and efficient.
Furthermore, to handle more complex graph structures or tasks, Muse can be further improved by incorporating graph attention mechanisms to capture more intricate relationships between nodes. Attention mechanisms can help the model focus on relevant nodes and edges during the subgraph extraction process, enhancing the representation learning capabilities of the model.
Additionally, the model can benefit from incorporating reinforcement learning techniques to adaptively learn the subgraph extraction strategy based on the task at hand. By allowing the model to dynamically adjust its subgraph selection process, Muse can better adapt to the complexity of the graph structure and improve its performance on challenging tasks.

Can the ideas of multi-view subgraph representation and long-range dependency capture be applied to other graph-based machine learning problems beyond node classification

The ideas of multi-view subgraph representation and long-range dependency capture can be applied to various other graph-based machine learning problems beyond node classification. For example, in graph anomaly detection, capturing long-range dependencies can help identify anomalous patterns that span across distant nodes in the graph. By leveraging multi-view subgraph representations, the model can learn diverse perspectives of the graph data and detect anomalies more effectively.
In graph link prediction tasks, the concept of multi-view subgraph representation can be utilized to capture different types of relationships between nodes. By extracting subgraphs from multiple views, the model can learn the underlying structure of the graph and predict missing links or edges accurately.
Moreover, in graph clustering tasks, incorporating long-range dependencies and multi-view subgraph representations can help identify clusters of nodes with similar characteristics or behaviors. By considering different perspectives of the graph data, the model can group nodes into meaningful clusters based on their connectivity patterns and attributes.