Abstract
Objective:In our article, we deduce the soliton solutions for highly dispersive perturbed complex-Ginzburg–Landau equation in birefringent fibers having polynomial law of nonlinearity. Methods:In this study, we use two methods, namely the G′/G–expansion method and the addendum Kudryashov’s method. Results:We have found the straddled, combo bright–singular, dark, bright and singular solitons solutions as long as the rational solutions of the proposed equation.
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