Random Graphs from Random Matrices

Authors

DOI:

https://doi.org/10.56994/JXM.001.002.009

Keywords:

Random matrices, Random graphs, Spectra, Topological data analysis, Universality

Abstract

We use the order complex corresponding to a symmetric matrix (introduced by Giusti et al. in 2015). In this note, we use it to define a class of models of random graphs, and show some surprising experimental results, showing sharp phase transitions.

Cover page of JXM volume 1 issue 2

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Published

08/30/2025

How to Cite

Rivin, I. (2025). Random Graphs from Random Matrices. Journal of Experimental Mathematics, 1(2), 375–386. https://doi.org/10.56994/JXM.001.002.009