Algorithm 3: Computation of Mean Network Architecture Represented by Population Mean
Input: $P=\left[X_1,\dots ,X_n,\dots .,X_N\right]$, $N$, $D$
01:	$\overline{X}.Mean\leftarrow \varnothing$;
02:	for $d=1$ to D do
03:	Compute $\overline{X}.Mea{n}_d$ using Equation (8);
04:	if $d\ne 2N_{max}^{Conv}+3l-1$ with $l=1,\dots ,N_{max}^{Conv}$ do
05:	$\overline{X}.Mea{n}_d\leftarrow Round\left(\overline{X}.Mea{n}_d\right)$;
06:	end if
07:	end for
Output:  $\overline{X}.Mean$