Degree Distributions in General Random Intersection Graphs
Shang, Yilun
Original · EN
We study a variant of the standard random intersection graph model (G(n,m,F,H)) in which random weights are assigned to both vertex types in the bipartite structure. Under certain assumptions on the distributions of these weights, the degree of a vertex is shown to depend on the weight of that particular vertex and on the distribution of the weights of the other vertex type.
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