Low-lying zero densities for Hecke-Maass L-functions over class-number-one imaginary quadratic fields match orthogonal random matrix ensembles in the level and eigenvalue aspects.
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Low-lying zeros of $L$-functions for Maass forms over imaginary quadratic fields
Low-lying zero densities for Hecke-Maass L-functions over class-number-one imaginary quadratic fields match orthogonal random matrix ensembles in the level and eigenvalue aspects.