Consider the following statements about the Barabási-Albert model.
- The degree exponent is dependent of m.
- Growth and preferential attachment are simultaneously needed for the emergence of the scale-free property.
- When deriving the degree distribution, we assume that, at any moment, the total number of nodes equals the number of timesteps, that is, \( N(t) = t \).
- If a new node has a choice between a degree-two and a degree-four node, it is twice as likely that it connects to the degree-four node.
Select the correct alternative.
- Only statements I and IV are true.
- Only statements I, II and III are true.
- Only statements II, III and IV are true.
- Only statements II and IV are true.
- None of the above.
Original idea by: Diogo Souza
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