Considering the Barabási–Albert model, mark the correct alternative regarding growth and preferential attachment. The probability values are rounded to two decimal places.

A) Node M is the node with the highest probability of receiving a link from a new node, of 0.13.

B) Node D is the node with the second highest probability of receiving a link from a new node, of 0.10.

C) Nodes A, C, L, P, and I have the same probability of receiving a new link, of 0.02.

D) Nodes N and E have the same probability of receiving a new link, of 0.08.

E) Nodes H and D have different probabilities of receiving a new link, of 0.08 and 0.09 respectively.

A) F F T T F

B) T F T T F

C) T T F F T

D) T F T F T

E) None of the above

Original idea by: Carolina Albuquerque