Derives leading exponential asymptotics for labelled connected multitype graphs with prescribed type profile and edge counts, generalizing Bender-Canfield-McKay to the multitype setting via inhomogeneous random graphs.
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Asymptotics of the number of labelled connected sparse multitype graphs
Derives leading exponential asymptotics for labelled connected multitype graphs with prescribed type profile and edge counts, generalizing Bender-Canfield-McKay to the multitype setting via inhomogeneous random graphs.