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Joo-Ho Lee
School of Computer Science and Information Engineering,
The Catholic University of Korea
E-mail: jooho414@gmail.com
2023-07-17
1
Introduction
Problem Statement
• Graph Neural Networks (GNNs) are designed to process graph structured data, including the graph’s (possibly
directed) edge structure and (in some cases) features associated with the edges
• In particular, they learn to represent graph features by passing messages between neighboring nodes and
edges, and updating the node and (optionally) edge vectors
• Importantly, GNNs typically restrict message passing to operate over the edges in the graph
2
Introduction
Problem Statement
• Standard transformers lack the relational inductive biases that are explicitly built into the most commonly used
GNNs
• Instead, the transformer fundamentally consumes unordered sets of real-valued vectors, injecting no other
assumptions
3
Introduction
Problem Statement
• Many of the domains transformers succeed in consist of array-structured data, such as text or images
• By contrast, graph data is centrally concerned with pairwise relations between entities, represented as edges
and edge attributes
• Graphs are more general and expressive than sets, in the sense that a set is a special case of a graph—one
without edges
• So it is not immediately obvious how graph data can be processed by transformers in a way that preserves
relational information
4
Introduction
Problem Statement
• Transformers have been successfully applied to graph-structured tasks in one of two broad ways
• Certain works, most recently TokenGT (Kim et al., 2022), encode graphs as sets of real-valued vectors passed
to a standard transformer
5
Introduction
Problem Statement
• Their novel contribution is relational attention, a mathematically elegant extension of transformer attention, which
incorporates edge vectors as first-class model components
• They call the resulting transformer architecture the Relational Transformer (RT)
• They find that RT outperforms baseline GNNs on a large and diverse set of difficult graph-structured tasks
6
Introduction
Contribution
• They introduce the relational transformer for application to arbitrary graph-structured tasks, and make the
implementation available
• They evaluate the reasoning power of RT on a wide range of challenging graph-structured tasks, achieving new
state-of-the-art results on CLRS-30
• They enhance the CLRS-30 framework to support evaluation of a broader array of models
• They improve the performance of CLRS-30 baseline models by adding multi-layer functionality, and tuning their
hyperparameters
7
Relational Transformer
Relational Transformer
• Preserve all of the transformer’s original machinery (though still not fully understood), for its empirically
established advantages
• Introduce directed edge vectors to represent relations between entities
• Condition transformer attention on the edge vectors
• Extend the transformer layer to consume edge vectors and produce updated edge vectors
• Preserve the transformer’s 𝒪 𝑁2
computational complexity
8
Relational Transformer
Relational Transformer
9
Relational Transformer
Relational Attention
10
Edge Updates
Relational Transformer
11
Relative Position Vectors
Relational Transformer
12
Experiment
CLRS-30
13
Experiment
Experiment results
14
Experiment
Experiment results
15
Experiment
Ablation study
16
Experiment
Ablation study
17
Conclusion
• They propose the relational transformer (RT), an elegant extension of the standard transformer to operate on
graphs instead of sets
• Beyond establishing RT’s state-of-the-art results on CLRS-30, we enhance performance of the CLRS30
baseline models, and contribute extensions to the CLRS-30 framework, broadening the scope of models that
can be evaluated on the benchmark tasks
• In general, comparing GNNs with transformer-based models like RT on common benchmarks is an important
challenge for the community
• In future work, they aim to fully leverage the richness of CLRS-30 to more thoroughly investigate RT’s
capabilities
NS-CUK Seminar: J.H.Lee,  Review on "Relational Attention: Generalizing Transformers for Graph-Structured Tasks", ICLR 2023

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NS-CUK Seminar: J.H.Lee, Review on "Relational Attention: Generalizing Transformers for Graph-Structured Tasks", ICLR 2023

  • 1. Joo-Ho Lee School of Computer Science and Information Engineering, The Catholic University of Korea E-mail: jooho414@gmail.com 2023-07-17
  • 2. 1 Introduction Problem Statement • Graph Neural Networks (GNNs) are designed to process graph structured data, including the graph’s (possibly directed) edge structure and (in some cases) features associated with the edges • In particular, they learn to represent graph features by passing messages between neighboring nodes and edges, and updating the node and (optionally) edge vectors • Importantly, GNNs typically restrict message passing to operate over the edges in the graph
  • 3. 2 Introduction Problem Statement • Standard transformers lack the relational inductive biases that are explicitly built into the most commonly used GNNs • Instead, the transformer fundamentally consumes unordered sets of real-valued vectors, injecting no other assumptions
  • 4. 3 Introduction Problem Statement • Many of the domains transformers succeed in consist of array-structured data, such as text or images • By contrast, graph data is centrally concerned with pairwise relations between entities, represented as edges and edge attributes • Graphs are more general and expressive than sets, in the sense that a set is a special case of a graph—one without edges • So it is not immediately obvious how graph data can be processed by transformers in a way that preserves relational information
  • 5. 4 Introduction Problem Statement • Transformers have been successfully applied to graph-structured tasks in one of two broad ways • Certain works, most recently TokenGT (Kim et al., 2022), encode graphs as sets of real-valued vectors passed to a standard transformer
  • 6. 5 Introduction Problem Statement • Their novel contribution is relational attention, a mathematically elegant extension of transformer attention, which incorporates edge vectors as first-class model components • They call the resulting transformer architecture the Relational Transformer (RT) • They find that RT outperforms baseline GNNs on a large and diverse set of difficult graph-structured tasks
  • 7. 6 Introduction Contribution • They introduce the relational transformer for application to arbitrary graph-structured tasks, and make the implementation available • They evaluate the reasoning power of RT on a wide range of challenging graph-structured tasks, achieving new state-of-the-art results on CLRS-30 • They enhance the CLRS-30 framework to support evaluation of a broader array of models • They improve the performance of CLRS-30 baseline models by adding multi-layer functionality, and tuning their hyperparameters
  • 8. 7 Relational Transformer Relational Transformer • Preserve all of the transformer’s original machinery (though still not fully understood), for its empirically established advantages • Introduce directed edge vectors to represent relations between entities • Condition transformer attention on the edge vectors • Extend the transformer layer to consume edge vectors and produce updated edge vectors • Preserve the transformer’s 𝒪 𝑁2 computational complexity
  • 18. 17 Conclusion • They propose the relational transformer (RT), an elegant extension of the standard transformer to operate on graphs instead of sets • Beyond establishing RT’s state-of-the-art results on CLRS-30, we enhance performance of the CLRS30 baseline models, and contribute extensions to the CLRS-30 framework, broadening the scope of models that can be evaluated on the benchmark tasks • In general, comparing GNNs with transformer-based models like RT on common benchmarks is an important challenge for the community • In future work, they aim to fully leverage the richness of CLRS-30 to more thoroughly investigate RT’s capabilities

Editor's Notes

  1. 이미 이전에 propagation을 활용하여 rumor detection 하는 논문들을 모두 봤었다.
  2. 이미 이전에 propagation을 활용하여 rumor detection 하는 논문들을 모두 봤었다.
  3. 이미 이전에 propagation을 활용하여 rumor detection 하는 논문들을 모두 봤었다.
  4. 이미 이전에 propagation을 활용하여 rumor detection 하는 논문들을 모두 봤었다.
  5. 이미 이전에 propagation을 활용하여 rumor detection 하는 논문들을 모두 봤었다.
  6. 이미 이전에 propagation을 활용하여 rumor detection 하는 논문들을 모두 봤었다.
  7. 이미 이전에 propagation을 활용하여 rumor detection 하는 논문들을 모두 봤었다.
  8. 이미 이전에 propagation을 활용하여 rumor detection 하는 논문들을 모두 봤었다.
  9. 이미 이전에 propagation을 활용하여 rumor detection 하는 논문들을 모두 봤었다.
  10. 이미 이전에 propagation을 활용하여 rumor detection 하는 논문들을 모두 봤었다.
  11. 이미 이전에 propagation을 활용하여 rumor detection 하는 논문들을 모두 봤었다.
  12. 이미 이전에 propagation을 활용하여 rumor detection 하는 논문들을 모두 봤었다.
  13. 이미 이전에 propagation을 활용하여 rumor detection 하는 논문들을 모두 봤었다.
  14. 이미 이전에 propagation을 활용하여 rumor detection 하는 논문들을 모두 봤었다.
  15. 이미 이전에 propagation을 활용하여 rumor detection 하는 논문들을 모두 봤었다.
  16. 이미 이전에 propagation을 활용하여 rumor detection 하는 논문들을 모두 봤었다.
  17. 이미 이전에 propagation을 활용하여 rumor detection 하는 논문들을 모두 봤었다.