Considering the Gilbert model , which statements from the following list are correct?
- The expected number of links in a network generated with this model is \( \frac{pN(N-1)}{2} \)
- If \( p > \frac{\ln N}{N} \) this model always generates a fully connected network with 100% certainty
- This model produces a degree distribution that follows a Poisson distribution, which can be approximated by binomial distribution when \( N \) is much larger than \( k \)
- A complete network can be generated from this model when \( p > 0 \), even if this is not likely
- I and III
- II, III and IV
- I, II and IV
- I and IV
- None of above
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