For shifted-step initial data, the long-time solution of the nonlocal focusing NLS splits into 4n+2 sectors: alternating sectors decay to 0 or approach explicit constants.
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Long-time asymptotics for the integrable nonlocal focusing nonlinear Schr\"odinger equation for a family of step-like initial data
For shifted-step initial data, the long-time solution of the nonlocal focusing NLS splits into 4n+2 sectors: alternating sectors decay to 0 or approach explicit constants.