Random walk of solitary and shock waves in nonlocal disordered media

, and . New Journal of Physics 15 (8): 085026 (2013)


We study the random walk of solitons and characteristic lines of shock fronts in the presence of disorder for the one-dimensional nonlinear Schrödinger equation in Kerr-like media. We analyze the interplay of nonlocality and randomness, and the way their competition affects strongly coherent nonlinear waves is theoretically and numerically investigated.

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