V. N. Serkin, A. Hasegawa, T. Belyaeva, K. Porsezian, R. Ganapathy
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We show that the methodology based on the generalized inverse scattering transform (IST) concept provides a systematic way to discover the novel exactly integrable nonlinear Schrodinger equation models with varying dispersion and nonlinearity. This algorithm is a useful tool to design novel dispersion and nonlinear managed fiber optics compression systems