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Spectral convergence conjecture for random covers of negatively curved surfaces
Let $X$ be a closed negatively curved surface with universal cover $\widetilde{X}$ , and let $\lambda_0=\lambda_0(\widetilde{X})$ be the bottom of the $L^2$ -spectrum of the Laplacia…
Conjectureopennegatively-curved-surfaces random-covers spectral-geometryarXiv posted 2 days ago

Spectral convergence conjecture for random covers of negatively curved surfaces