Limiting spectra of inhomogeneous random graph models: from sparse to dense regime
I will discuss some recent results on the limiting laws of the bulk of the spectra for a large class of inhomogeneous random graph models. We will in particular see how such limiting spectral statistics change as we interpolate parametrically from the sparse to the dense regimes in a given inhomogeneous graph ensemble. Based on joint work with Rajat Shubra Hazra and Nandan Malothra (Leiden University, The Netherlands).
Area: IS21 - Complex networks and random graphs (Luca Avena)
Keywords: Empirical spectral distibution, inhomogeneous random graphs
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