Saïdou Abdoulkary

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In this paper, through auxiliary equation method we investigate exact traveling wave solutions of the nonlinear Schrödinger equation. As results, we obtain miscellaneous traveling wave solutions including, bright and dark solitons, periodic solutions, singular solutions and exponential solutions. This method could be used in further works to establish more(More)
A generalized dissipative discrete complex Ginzburg-Landau equation that governs the wave propagation in dissipative discrete nonlinear electrical transmission line with negative nonlinear resistance is derived. This equation presents arbitrarily nearest-neighbor nonlinearities. We analyze the properties of such model both in connection to their(More)
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