A nonintegrable discrete nonlocal NLS model is shown numerically to have linearly unstable stationary waves and Cauchy solutions whose large-amplitude growth time and location depend sensitively on the initial phase.
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Nonintegrable Spatial Discrete Nonlocal Nonlinear Schr\"odinger Equation
A nonintegrable discrete nonlocal NLS model is shown numerically to have linearly unstable stationary waves and Cauchy solutions whose large-amplitude growth time and location depend sensitively on the initial phase.