algorithm:             	              LPBrim
	N (Number of modules):      	                   2
	Qb (Standard metric):       	              0.5000
	Qr (Ratio of int/ext inter):	              1.0000
</pre><p>Further, there is no need to work directly with a <tt>bipartite</tt> instance. The user can also chose to work with a <tt>BipartiteModularity</tt> instance instead:</p><pre class="codeinput"><span class="comment">%By creating an instance and then calculating modularity</span>
com = LeadingEigenvector(mat