Consider a undirected graph where nodes connect to each other with the expected random probabilities. Given N = 10 000, L= 100 000, ⟨k⟩ = 89, ⟨k²⟩ = ⟨k⟩* 2, Calculate the Degree Correlation Function: A. k nn (k) = 178/k , and it behaves like a neutral network B. k nn (k) = 89k^(2), and it behaves like an Assortative Network C. k nn (k) = 178/k , and it behaves like an Assortative Network D. k nn (k) = 89k^(-2), and it behaves like a Disassortative Network E. None of the above Original idea by: Raphael Adamski
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