Numerical solution of differential and integral equations
NLSE with periodic coefficients is studied for large variation of a dispersion. A solution after n periods is presented as a sum for a solution of a linear part and n times of a nonlinear correction for a single period. A numeric algorithm based on this presentation is suggested. An analytical analysis of the nonlinear correction is given for a sequence of the Gaussian pulses.
Note. Abstracts are published in author's edition
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