The paper conjectures that the expected consensus time on Pareto-directed configuration models scales as H(u) times a degree-sequence preconstant times n, for every tail exponent alpha>0.
In the caseα-CM and α-DCM this assumption is translated into requiring the minimal (in-out) degree to be at least 2 in the directed and 3 in the undirected setting
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Voter model on heterogeneous directed networks
The paper conjectures that the expected consensus time on Pareto-directed configuration models scales as H(u) times a degree-sequence preconstant times n, for every tail exponent alpha>0.