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2023. 03. 16
Van Thuy Hoang
Network Science Lab
Dept. of Artificial Intelligence
The Catholic University of Korea
E-mail: hoangvanthuy90@gmail.com
1
GNNs backgrounds
 GNNs have recently emerged as a powerful class of deep learning
architectures
 Most GNNs are designed with a message-passing mechanism
 It means that this class of GNNs is fundamentally structural, i.e. the node
representation only depends on the local structure of the graph
2
Problems
 However, it can be limiting to have the same representation for these two
atoms as their positions in the molecule are distinct, and their role may be
specifically separate.
 the popular message-passing GNNs (MP-GNNs) fail to differentiate two
nodes with the same 1-hop local structure.
 This restriction is now properly understood in the context of the
equivalence of MP-GNNs with Weisfeiler-Leman (WL) test
3
Problems
 The limitation can be alleviated, to certain extents, by:
 stacking multiple layers,
 applying higher-order GNNs,
 considering positional encoding (PE) of nodes (and edges).
 Assume two structurally identical nodes in a graph with the same 1-hop
neighborhood, but different with respect to 2-hop or higher-order
neighborhoods.
4
Problems
 Then, stacking several layers can propagate the information from a node
to multiple hops, and thus differentiate the representation of two far-away
nodes.
 However, this solution can be deficient for long-distance nodes because of
the over-squashing phenomenon
5
Contribution
 the idea of learning positional representation that can be combined with
structural GNNs to generate more expressive node embedding.
 main intent is to alleviate the lack of canonical positioning of nodes in
arbitrary graphs to improve the representation power of MP-GNNs, while
keeping their linear complexity for large-scale applications.
6
The proposed model – main idea
7
MP-GNNS-LSPE
8
MP-GNNS-LSPE
 Existing MP-GNNs that integrate positional information usually propose to
concatenate the PE with the input node features, similarly to Transformers
9
MP-GNNS-LSPE
10
Exoeriments
 AA
Results on the ZINC, OGBG-
MOLTOX21 and OGBG-
MOLPCBA datasets.
11
Comparison with baselines and state-of-the-art GNNs
12
CONCLUSION
 a novel approach to learn structural and positional representations
separately in a graph neural network.
 LSPE enables a principled and effective learning of these two key
properties that make GNN representation even more expressive. Main
design components of LSPE are:
 higher-order position informative random walk features as PE
initialization
 decoupling positional representations at every GNN layer
 the fusion of the structural and positional features finally to generate
hybrid features for the learning task.
13
A
 AA
NS-CUK Seminar: V.T.Hoang, Review on "Graph Neural Networks with Learnable Structural and Positional Representations", ICLR 2022

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NS-CUK Seminar: V.T.Hoang, Review on "Graph Neural Networks with Learnable Structural and Positional Representations", ICLR 2022

  • 1. 2023. 03. 16 Van Thuy Hoang Network Science Lab Dept. of Artificial Intelligence The Catholic University of Korea E-mail: hoangvanthuy90@gmail.com
  • 2. 1 GNNs backgrounds  GNNs have recently emerged as a powerful class of deep learning architectures  Most GNNs are designed with a message-passing mechanism  It means that this class of GNNs is fundamentally structural, i.e. the node representation only depends on the local structure of the graph
  • 3. 2 Problems  However, it can be limiting to have the same representation for these two atoms as their positions in the molecule are distinct, and their role may be specifically separate.  the popular message-passing GNNs (MP-GNNs) fail to differentiate two nodes with the same 1-hop local structure.  This restriction is now properly understood in the context of the equivalence of MP-GNNs with Weisfeiler-Leman (WL) test
  • 4. 3 Problems  The limitation can be alleviated, to certain extents, by:  stacking multiple layers,  applying higher-order GNNs,  considering positional encoding (PE) of nodes (and edges).  Assume two structurally identical nodes in a graph with the same 1-hop neighborhood, but different with respect to 2-hop or higher-order neighborhoods.
  • 5. 4 Problems  Then, stacking several layers can propagate the information from a node to multiple hops, and thus differentiate the representation of two far-away nodes.  However, this solution can be deficient for long-distance nodes because of the over-squashing phenomenon
  • 6. 5 Contribution  the idea of learning positional representation that can be combined with structural GNNs to generate more expressive node embedding.  main intent is to alleviate the lack of canonical positioning of nodes in arbitrary graphs to improve the representation power of MP-GNNs, while keeping their linear complexity for large-scale applications.
  • 7. 6 The proposed model – main idea
  • 9. 8 MP-GNNS-LSPE  Existing MP-GNNs that integrate positional information usually propose to concatenate the PE with the input node features, similarly to Transformers
  • 11. 10 Exoeriments  AA Results on the ZINC, OGBG- MOLTOX21 and OGBG- MOLPCBA datasets.
  • 12. 11 Comparison with baselines and state-of-the-art GNNs
  • 13. 12 CONCLUSION  a novel approach to learn structural and positional representations separately in a graph neural network.  LSPE enables a principled and effective learning of these two key properties that make GNN representation even more expressive. Main design components of LSPE are:  higher-order position informative random walk features as PE initialization  decoupling positional representations at every GNN layer  the fusion of the structural and positional features finally to generate hybrid features for the learning task.