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Figure 12: Average hole on levels, for these nodes
that experienced some alterations in their neighborhood. The
choice of this topology is as a result of presence
of hubs which have a node degree much larger than nearly all of other nodes.

Figure 12 exhibits the variations of node levels, in modulus, with totally different configurations
of the three considered types of community topologies.
Figure 17 shows the variation of the clustering coefficient.
POSTSUBSCRIPT on the community clustering coefficient and on the network diameter.
Hence, the final community topology stays unchanged in the course
of the evolution. Hence, there is a low clustering. Hence, even when the degree distribution follows a energy regulation, there aren't
any actual hubs that do join all subnetworks. This can be defined as follows.
That is explained by the fact that after a while some (minor)
part remained composed of a single node (all different nodes already failed).

It is possible to notice that, as anticipated, since
the network evolves, the node diploma varies, and
this is extra evident with the use of the self-healing protocols.
Instead, with the self-healing protocols the neighbors of the failed node share the task of replacing
these inter-cluster connections. It is possible to notice that while the average quantities of
1st and 2nd neighbors decrease with a lower threshold, the connectivity of the network stays almost unchanged.

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