Numerical evolution of the Gerdjikov-Ivanov equation shows stronger initial noise speeds chaotic convergence, raises rogue wave probability, shifts turbulence from breather to soliton type, and produces a persistent asymmetric wave-action spectrum.
Didenkulova, Numerical modeling of soliton turbulence within the focusing Gardner equa- tion: Rogue wave emergence
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Rogue wave statistics and integrable turbulence in the Gerdjikov-Ivanov equation
Numerical evolution of the Gerdjikov-Ivanov equation shows stronger initial noise speeds chaotic convergence, raises rogue wave probability, shifts turbulence from breather to soliton type, and produces a persistent asymmetric wave-action spectrum.