Consider a Barabási-Albert network with parameter \(m = 2\). A node was introduced at time \(t_i = 4\)>. At a later time, this node has degree \(k_i(t) = 100\). What is the expected average clustering coefficient \(\langle C \rangle\) of the network at time \(t\)?
- \(\langle C \rangle \approx 0.030\)
- \(\langle C \rangle \approx 0.025\)
- \(\langle C \rangle \approx 0.010\)
- \(\langle C \rangle \approx 0.008\)
- None of the above
Original idea by: Yan Prada.
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