In a Barabási-Albert Model network, there are 6 nodes with degrees k1 = 2, k2 = 4, k3 = 6, k4 = 8, k5 = 10, and k6 = 12. If you add a new node with n = 2 links, what is the probability that this new node will connect to node 3?
A. 1/21
B. 6/21
C. 2/7
D. 5/7
E. None of the above
Original idea by: Olalekan Sadeeq Bello
Interesting question, but there is no possible simple 6-node network with the given degrees. The theory applies to simple networks (without multiple links between nodes).
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