A new structure of stochastic solutions to the NLSE in unstable dispersive environments via Rayleigh distribution

MAE Abdelrahman, MA Sohaly, YF Alharbi - Pramana, 2023 - Springer
The unstable nonlinear Schrödinger equation (UNLSE) characterises the time evolution of
disturbances through unstable or marginally stable media. We study the stochastic UNLSE …
被引用次数：1 相关文章

A new structure of stochastic solutions to the NLSE in unstable dispersive environments via Rayleigh distribution.

MAE Abdelrahman, MA Sohaly… - Pramana: Journal of …, 2023 - search.ebscohost.com
The unstable nonlinear Schrödinger equation (UNLSE) characterises the time evolution of
disturbances through unstable or marginally stable media. We study the stochastic UNLSE …
[PDF] ias.ac.in

[PDF][PDF] A new structure of stochastic solutions to the NLSE in unstable dispersive environments via Rayleigh distribution

MAE ABDELRAHMAN, MA SOHALY, YF ALHARBI - Pramana–J. Phys, 2023 - ias.ac.in
The unstable nonlinear Schrödinger equation (UNLSE) characterises the time evolution of
disturbances through unstable or marginally stable media. We study the stochastic UNLSE …

[引用][C] A new structure of stochastic solutions to the NLSE in unstable dispersive environments via Rayleigh distribution

MAE Abdelrahman, MA Sohaly, YF Alharbi - Pramana, 2023 - ui.adsabs.harvard.edu
A new structure of stochastic solutions to the NLSE in unstable dispersive environments via
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A new structure of stochastic solutions to the NLSE in unstable dispersive environments via Rayleigh distribution

MAE Abdelrahman, YF Alharbi, MA Sohaly - Pramana, 2023 - inis.iaea.org
[en] The unstable nonlinear Schrödinger equation (UNLSE) characterises the time evolution
of disturbances through unstable or marginally stable media. We study the stochastic …
[PDF] ias.ac.in

[PDF][PDF] A new structure of stochastic solutions to the NLSE in unstable dispersive environments via Rayleigh distribution

MAE ABDELRAHMAN, MA SOHALY, YF ALHARBI - Pramana–J. Phys, 2023 - ias.ac.in
The unstable nonlinear Schrödinger equation (UNLSE) characterises the time evolution of
disturbances through unstable or marginally stable media. We study the stochastic UNLSE …