Check this out, by Barigozzi, Cavaliere, and Moramarco:
http://d.repec.org/n?u=RePEc:arx:papers:2208.02925&r=
Very cool methods for dynamic "multilayer networks". In a standard N-dim net there's one NxN adjacency matrix. But richer nets may have many kinds of connections, each governed by its own adjacency matrix. (What a great insight -- so natural and obvious once you hear it. A nice "ah-ha moment"!) So perhaps there are K operative NxN adjacency matrices. Then there is actually a grand 3-dim adjacency matrix (NxNxK) operative -- a cubic rather than a square matrix. Parsimonious modeling then becomes absolutely crucial, and in that regard BCM effectively propose a modeling framework with a "factor structure" for the set of adjacency matrices. Really eye-opening. Lots to think about.
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