摘要
We obtain the matrix-valued Schrodinger-type operators [Hα,θ] with Lipschitz potentials having no eigenvalues on the set {E : L ( E )<δ)C,d(α,θ),where δ is an explicit function depending on the sampling function C(θ), dimension d, phase θ, and frequency a, and L ( E ) is the Lyapunov exponent.
