CORDIS Project
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This project seeks to advance the mathematical understanding of structured random matrices, particularly in applications related to spectral graph theory and quantum physics. It aims to derive key properties of eigenvalues and eigenvectors in these matrices.
The purpose of this proposal is a better mathematical understanding of certain classes of large random matrices.
Up to very recently, random matrix theory has been mainly focused on mean-field models with independent entries.
In this proposal I instead consider random matrices that incorporate some nontrivial structure. I focus on two types of structured random matrices that arise naturally in important applications and lead to a rich mathematical behaviour: (1) random graphs with fixed degrees,…
UNIVERSITE DE GENEVE
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