Consider a random network with constant probability of connexion \( p = 0.1 \) at all times and a number of nodes that increases over time according to \( N(t) = 10t \). What would it be the function that estimates the variation of average links over time \( d \langle L \rangle/dt \)?
- \( 10t - 1 \)
- \( 0.1 * [10t - 1] \)
- \( 10t - 1/2 \)
- \( 0.1 * [10t - 1/2] \)
- None of the above
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