A new Wronskian-based proof shows that if a one-dimensional Schrödinger potential has almost repetitions with rate γ > L(E), the operator has no eigenvalues.
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A New Proof of the Sharp Gordon's Lemma: No Eigenvalues for Schr\"odinger Operators with Almost Repetition Potentials
A new Wronskian-based proof shows that if a one-dimensional Schrödinger potential has almost repetitions with rate γ > L(E), the operator has no eigenvalues.