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Asymptotic Stability of Solitons for the Generalized Chen-Liu-Lee Equation
This paper systematically investigates multi-soliton stability for a generalized Chen- Liu-Lee (CLL) equation incorporating third-order dispersion, nonlocal nonlinearity, and variable coefficients. Using the inverse scattering transform, infinite conservation laws are derived, and analytic single- and multi-soliton solutions are constructed.
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