In a network, for nodes of degree \(k=3\), the conditional degree distribution of their neighbors is given by:
\[p(k'=1|k=3) = 0.5\]
\[p(k'=2|k=3) = 0.3\]
\[p(k'=5|k=3) = 0.2\]
What is the value of \(k_{nn}(3)\), i.e., the average degree of the neighbors of nodes with degree 3?
- 1.8
- 1.9
- 2.1
- 3.0
- None of the above.
Original idea by Jonas Henrique Ribeiro Paula
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