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Network embedding
methods: a survey
So Yeon Kim
2018. 1. 31.
Outline
● Network embedding methods
○ DeepWalk
○ Node2vec
○ LINE
○ Others
● Conclusion
Deepwalk (Perozzi et al., KDD 2014)
● Network embedding?
○ We map each node in a network into a low dimensional space
○ Distributed representation for nodes
○ Similarity between nodes indicate the link strength
○ Encode network information and generate node representation
Deepwalk (Perozzi et al., KDD 2014)
● Deepwalk learns a latent representation of adjacency matrices using deep learning techniques
developed for language modeling
Zachary’s karate network example
Deepwalk (Perozzi et al., KDD 2014)
● Words frequency in a natural language corpus follows a
power law.
● Vertex frequency in random walks on scale free graphs also
follows a power law.
Deepwalk (Perozzi et al., KDD 2014)
● Nodes <--> Words
● Node sequences <--> Sentences
● short random walks = sentences
Deepwalk (Perozzi et al., KDD 2014)
Outline
● Network embedding methods
○ DeepWalk
○ Node2vec
○ LINE
○ Others
● Conclusion
Node2vec (Grover et al., KDD 2016)
● A generalized version of Deepwalk
● The key lies in how to find a neighbor on the graph.
– BFS: broader -> homophily
– DFS: deeper -> structural equivalence
-> Combine these two !
Node2vec (Grover et al., KDD 2016)
● Biased random walk
● Parameters , controls interpolation between
DFS and BFS
○ Parameter controls the likelihood of
immediately revisiting a node in the walk
○ Parameter allows the search to differentiate
between “inward” and “outward” nodes
● = 1, = 1 -> DeepWalk
Outline
● Network embedding methods
○ DeepWalk
○ Node2vec
○ LINE
○ Others
● Conclusion
LINE (Tang et al., WWW 2015)
● First-order Proximity
● The local pairwise proximity between the vertices
determined by the observed links
● Not sufficient for preserving the entire network structure
LINE (Tang et al., WWW 2015)
● Second-order Proximity
● The proximity between the neighborhood structures of the
vertices
Multi-label network classification
Outline
● Network embedding methods
○ DeepWalk
○ Node2vec
○ LINE
○ Others
● Conclusion
PTE (Tang et al., KDD 2015)
● Extend LINE on large-scale information network embedding
● Only consider the second-order proximity here
● Different levels of word co-occurrences: local context-level, document-level, label-level
Heterogeneous Network Embedding (Chang et al., KDD 2015)
● Transfers different objects in heterogeneous networks to unified vector representations
● Deep learning models capture the complex interactions between heterogeneous components
Conclusion
● Network embedding methods preserving network structure
○ Node context, pairwise proximity
● Network embedding for ..
○ Community detection
○ Network clustering
○ Node classification
○ Link prediction
● Can utilize graph-structured data in diverse domains
● Single node can be embedded using multimodal embedding

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Network embedding

  • 1. Network embedding methods: a survey So Yeon Kim 2018. 1. 31.
  • 2. Outline ● Network embedding methods ○ DeepWalk ○ Node2vec ○ LINE ○ Others ● Conclusion
  • 3. Deepwalk (Perozzi et al., KDD 2014) ● Network embedding? ○ We map each node in a network into a low dimensional space ○ Distributed representation for nodes ○ Similarity between nodes indicate the link strength ○ Encode network information and generate node representation
  • 4. Deepwalk (Perozzi et al., KDD 2014) ● Deepwalk learns a latent representation of adjacency matrices using deep learning techniques developed for language modeling Zachary’s karate network example
  • 5. Deepwalk (Perozzi et al., KDD 2014) ● Words frequency in a natural language corpus follows a power law. ● Vertex frequency in random walks on scale free graphs also follows a power law.
  • 6. Deepwalk (Perozzi et al., KDD 2014) ● Nodes <--> Words ● Node sequences <--> Sentences ● short random walks = sentences
  • 7. Deepwalk (Perozzi et al., KDD 2014)
  • 8. Outline ● Network embedding methods ○ DeepWalk ○ Node2vec ○ LINE ○ Others ● Conclusion
  • 9. Node2vec (Grover et al., KDD 2016) ● A generalized version of Deepwalk ● The key lies in how to find a neighbor on the graph. – BFS: broader -> homophily – DFS: deeper -> structural equivalence -> Combine these two !
  • 10. Node2vec (Grover et al., KDD 2016) ● Biased random walk ● Parameters , controls interpolation between DFS and BFS ○ Parameter controls the likelihood of immediately revisiting a node in the walk ○ Parameter allows the search to differentiate between “inward” and “outward” nodes ● = 1, = 1 -> DeepWalk
  • 11. Outline ● Network embedding methods ○ DeepWalk ○ Node2vec ○ LINE ○ Others ● Conclusion
  • 12. LINE (Tang et al., WWW 2015) ● First-order Proximity ● The local pairwise proximity between the vertices determined by the observed links ● Not sufficient for preserving the entire network structure
  • 13. LINE (Tang et al., WWW 2015) ● Second-order Proximity ● The proximity between the neighborhood structures of the vertices
  • 15. Outline ● Network embedding methods ○ DeepWalk ○ Node2vec ○ LINE ○ Others ● Conclusion
  • 16. PTE (Tang et al., KDD 2015) ● Extend LINE on large-scale information network embedding ● Only consider the second-order proximity here ● Different levels of word co-occurrences: local context-level, document-level, label-level
  • 17. Heterogeneous Network Embedding (Chang et al., KDD 2015) ● Transfers different objects in heterogeneous networks to unified vector representations ● Deep learning models capture the complex interactions between heterogeneous components
  • 18. Conclusion ● Network embedding methods preserving network structure ○ Node context, pairwise proximity ● Network embedding for .. ○ Community detection ○ Network clustering ○ Node classification ○ Link prediction ● Can utilize graph-structured data in diverse domains ● Single node can be embedded using multimodal embedding