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Hello,
I am very honored to read this paper.The idea of this article has deeply attracted me.But I don’t understand the hierarchical community built in the article.After removing the edge with the highest betweenness centrality, how are the new two communities connected?Can you draw a picture for me?
The text was updated successfully, but these errors were encountered:
Hello,
Thanks for your kindness words.
I will try to explain the idea with this simple example. I hope to clarify your doubts.
We have the next simple graph with 6 nodes and different edges (Ni—> Nj)
Also, we have one app, deployed N1 and N6, with two connected services in both nodes (s1 on N1 and s2 on N6)
s1-N1 —> N2 —> N3
|—> N4—> N5
|—> N6-s2
When we compute the centrality degree values, the edge N2-N4 could be one with the highest value. Thus, we remove it and we obtain the next graph (really, two graphs/two communities)
s1-N1—> N2 —> N3
N4—> N5
|—> N6-s2
In this new situation, the app doesn’t work, it means, both services are not connected.
If you have more doubts please don’t hesitate to contact us.
Best,
Isaac
El 1 sept 2019, a las 14:36, jiaweiwangwang ***@***.***> escribió:
Hello,
I am very honored to read this paper.The idea of this article has deeply attracted me.But I don’t understand the hierarchical community built in the article.After removing the edge with the highest betweenness centrality, how are the new two communities connected?Can you draw a picture for me?
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Hello,
I am very honored to read this paper.The idea of this article has deeply attracted me.But I don’t understand the hierarchical community built in the article.After removing the edge with the highest betweenness centrality, how are the new two communities connected?Can you draw a picture for me?
The text was updated successfully, but these errors were encountered: