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The degree correlation (Fig. 5, center) shows that the DLFI model better correlates with the MF7 model than the SIFM.
The estimates for the degree correlation are of moderated quality.
Center degree correlation between the models and the MF7 model.
samples and does not take into account the degree correlation.
Can a degree "correlation length" be defined for complex networks?
Such an example is provided in section "Extremal index for bivariate Pareto degree correlation".
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In section "Description of the configuration model with degree-degree correlation", the graph model and correlated graph generation technique are presented.
r stands for the degree-degree correlation index (assortativity).
For example, degree-degree correlation manifests itself in assortativity or disassortativity of the network [1].
This paper focuses on two of such properties: the (out- degree distributiout- degreein/out-distributionlandon.
On the one hand, for any given out-degree distribution, an increase in the in/out-degree correlation increases measure (1) and decreases measure (2).
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