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Consistency of community structure in complex networks.

Maria A Riolo1,2, M E J Newman1,2,3

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Community detection methods can appear unreliable due to varying results. However, these network structures are consistent, built from invariant "building blocks" that offer significant insight into network organization.

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Area of Science:

  • Network Science
  • Data Mining
  • Computational Social Science

Background:

  • Traditional community detection methods optimize objective functions to find network partitions.
  • Focusing solely on the single optimal community structure may overlook valuable information.
  • Varying results from these methods can be misinterpreted as unreliability.

Purpose of the Study:

  • To investigate the consistency of community structures derived from optimizing objective functions.
  • To propose a method for identifying underlying, invariant components within network communities.
  • To demonstrate that diverse community structures can be consistently explained by common 'building blocks'.

Main Methods:

  • Analysis of multiple high-scoring community structures, not just the single optimum.
  • Development of an information theoretic approach to identify community 'building blocks'.
  • Application and demonstration of the proposed method on various network examples.

Main Results:

  • Identified that different community structures are assembled from a set of largely invariant 'building blocks'.
  • Demonstrated that these 'building blocks' represent groups of nodes consistently found together.
  • Showcased the utility of the information theoretic method in discovering these blocks across networks.

Conclusions:

  • Community detection methods, despite yielding varied structures, provide consistent insights into network organization.
  • The concept of invariant 'building blocks' reconciles the apparent inconsistency in community detection results.
  • The proposed method offers a robust way to understand the fundamental components of network communities.