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On Analyticity of Solitons for the Periodic Dispersion-Managed Nonlinear Schrödinger Equation
We explore the regularity of energy maximizers for the Lagrangian of a periodic dispersion managed fiber optic at fixed intensity, on a torus of length $L$ and with vanishing average dispersion. We show that the Fourier coefficients decay at a polynomial rate, and then upgrade this to exponential de
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