Generate a random network with the generating function G (N, p) where N = 1000 and p = 0 .1. Estimate the following parameters for the constructed random network: (i) average nodal degree, (ii) average path length, and (iii) degree distribution. Make your own observa- tions based on the above measurements. Make necessary assumptions.

What will be an ideal response?


This problem is a computer-based exercise. Use any of the following network simulators:
NS-2, NS-3, QualNet, OPNET, or write a Matlab program on your own to simulate the
network. Some Matlab code fractions available for simulations can be found at https://
complexnetworksbook.github.io

Computer Science & Information Technology

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