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The Iterated Local Directed Transitivity Model for Social Networks
[article]
2020
arXiv
pre-print
We introduce a new directed graph model for social networks, based on the transitivity of triads. In the Iterated Local Directed Transitivity (ILDT) model, new nodes are born over discrete time-steps, and inherit the link structure of their parent nodes. The ILDT model may be viewed as a directed analogue of the ILT model for undirected graphs introduced in . We investigate network science and graph theoretical properties of ILDT digraphs. We prove that the ILDT model exhibits a densification
arXiv:1912.08924v3
fatcat:cebwmhz3q5crbnwn2ofuuknjwi