Scale-free Network
Regarding scale-free networks and degree distributions with exponent \(\gamma\), which of the following statements is FALSE ?
A) If \(\gamma < 2\), the first and second moment diverges.
B) If \(2 < \gamma < 3\) the fist moment converges but the second moment diverges.
C) If \(\gamma > 3\), the first and second moment converges
D) If \(\gamma = 2\), the maximum degree \(k_{max}\) scales linearly with the network size
E) None of the above
Original idea by: Fernando de Facio Rossetti
Nice question, but we already have a few that are very similar. I'll pass.
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