A positivity constraint on cavity precisions estimates the top eigenvalue of random matrices with a localized top eigenvector, validated on the Anderson model on random regular graphs.
Anderson tran- sition on the bethe lattice: an approach with real ener- gies
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Localization and top eigenvalue detection
A positivity constraint on cavity precisions estimates the top eigenvalue of random matrices with a localized top eigenvector, validated on the Anderson model on random regular graphs.