toplogo
Đăng nhập
thông tin chi tiết - Knowledge Graph Embedding - # Decentralized Attention Network for Knowledge Graph Representation Learning

Decentralized Attention Network for Generating Robust Entity Embeddings in Open-World Knowledge Graphs


Khái niệm cốt lõi
The core message of this paper is that by distributing the relational information of an entity exclusively over its neighbors, the proposed Decentralized Attention Network (DAN) can generate high-quality embeddings for both known and unknown entities in knowledge graphs.
Tóm tắt

The paper introduces Decentralized Attention Network (DAN), a novel graph neural network architecture for knowledge graph (KG) representation learning. The key insights are:

  1. Existing GNN-based KG embedding methods rely on the self-entity embedding, which poses a challenge for encoding new entities that are unseen during training.

  2. DAN addresses this limitation by using the neighbor context as the query vector to score the neighbors, thereby distributing the entity semantics only among its neighbor embeddings. This decentralized approach enables DAN to effectively induce embeddings for new entities.

  3. To guide DAN in generating desired embeddings, the authors propose a self-distillation technique that maximizes the mutual information between the input entity embedding and the decentralized output embedding.

The authors implement an end-to-end framework called decentRL and conduct extensive experiments on entity alignment and entity prediction tasks, including open-world settings with new entities. The results demonstrate that decentRL achieves state-of-the-art performance, significantly outperforming existing methods on both conventional and open-world benchmarks.

edit_icon

Tùy Chỉnh Tóm Tắt

edit_icon

Viết Lại Với AI

edit_icon

Tạo Trích Dẫn

translate_icon

Dịch Nguồn

visual_icon

Tạo sơ đồ tư duy

visit_icon

Xem Nguồn

Thống kê
The number of new entities in the testing set accounts for 20% of the total entities. The number of training triplets in the open-world FB15K-237 dataset is significantly reduced compared to the original dataset.
Trích dẫn
"Removing the self-entity W3C does not compromise the integrity of the information." "DAN retains complete relational information and empowers the induction of embeddings for new entities." "The proposed self-distillation technique guides the network in generating desired representations."

Thông tin chi tiết chính được chắt lọc từ

by Lingbing Guo... lúc arxiv.org 04-05-2024

https://arxiv.org/pdf/2010.08114.pdf
Distributed Representations of Entities in Open-World Knowledge Graphs

Yêu cầu sâu hơn

How can the proposed decentralized attention mechanism be extended to other graph-based applications beyond knowledge graphs

The proposed decentralized attention mechanism can be extended to other graph-based applications beyond knowledge graphs by adapting the concept of leveraging neighbor context as the query vector to score neighbors. This approach can be applied to various graph structures where nodes have relationships with their neighbors. For example, in social network analysis, the decentralized attention mechanism can be used to capture the interactions between individuals based on their connections in the network. By distributing the entity semantics among its neighbor embeddings, the decentralized attention mechanism can help in tasks such as community detection, influence propagation, and anomaly detection in social networks. Similarly, in recommendation systems, the mechanism can be utilized to consider the preferences of users' neighbors to make personalized recommendations. By incorporating the decentralized attention mechanism into these applications, it can enhance the understanding of relationships and interactions within the graph structures, leading to improved performance in various graph-based tasks.

What are the potential limitations or drawbacks of the self-distillation approach, and how can they be addressed

One potential limitation of the self-distillation approach is the risk of overfitting to the training data, especially when dealing with noisy or sparse datasets. To address this limitation, regularization techniques such as dropout or weight decay can be applied to prevent the model from memorizing the training examples. Additionally, incorporating data augmentation methods can help in generating more diverse training samples, reducing the risk of overfitting. Another drawback of self-distillation is the computational complexity, as it involves computing the mutual information between input and output embeddings. This can lead to increased training time and resource consumption. To mitigate this, techniques like dimensionality reduction or approximation methods can be employed to reduce the computational burden while maintaining the effectiveness of self-distillation. By addressing these limitations, the self-distillation approach can be optimized for better generalization and efficiency in knowledge graph embedding tasks.

Can the decentralized attention mechanism be combined with other inductive learning techniques to further improve the performance on open-world knowledge graphs

Yes, the decentralized attention mechanism can be combined with other inductive learning techniques to further improve the performance on open-world knowledge graphs. By integrating the decentralized attention mechanism with inductive methods that focus on new or unknown entities, the model can effectively capture the relationships between existing and emerging entities in the knowledge graph. For example, combining the decentralized attention mechanism with few-shot learning techniques can enhance the model's ability to adapt to new entities with limited training data. Additionally, incorporating meta-learning approaches can help the model quickly learn from new entities and generalize to unseen entities in open-world settings. By synergizing the decentralized attention mechanism with other inductive learning techniques, the model can achieve robustness and scalability in handling the dynamic nature of knowledge graphs with evolving entities and relationships.
0
star