The paper claims a quantitative Berry-Esseen bound for edge eigenvectors of random regular graphs, but the proof relies on an incorrect local law and contradicts itself on the rate.
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Quantitative Edge Eigenvector Universality for Random Regular Graphs: Berry-Esseen Bounds with Explicit Constants
The paper claims a quantitative Berry-Esseen bound for edge eigenvectors of random regular graphs, but the proof relies on an incorrect local law and contradicts itself on the rate.