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On the shape of the ground state eigenvalue density of a random Hill's equation

On the shape of the ground state eigenvalue density of a random Hill's equation

Abstract Consider the Hill's operator Q = − d 2 / dx 2 + q ( x ) in which q ( x ), 0 ≤ x ≤ 1, is a white noise. Denote by f (μ) the probability density function of −λ 0 ( q ), the negative of …