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The document discusses soliton solutions to the perturbed Chen-Lee-Liu equation, which describes pulse propagation in optical fibers. Two methods, the expð−uðgÞÞ-expansion method and the generalized Kudryashov method, are applied to analyze this model and obtain different structures of soliton solutions. Constraint conditions on the coefficients of perturbation terms are also defined to ensure the existence of such solitons. Graphical representations demonstrate the dynamics of pulse propagation governed by
- Author
- Mustafa mızrak
- Language
- EN