Statistical dynamics of optical solitons in a non-Kerr law media

@article{Biswas2006StatisticalDO,
  title={Statistical dynamics of optical solitons in a non-Kerr law media},
  author={Anjan Biswas and Swapan Konar and Essaid Zerrad},
  journal={The International Journal of Contemporary Mathematical Sciences},
  year={2006},
  pages={777-800}
}
The statistical dynamics of optical solitons, in a non-Kerr law media, is studied in this paper. The Langevin equations are derived and it is proved that the solitons travel through a fiber with a fixed mean velocity. The non-linearities that are considered here are the power law, parabolic law and the dual-power law types. 
Generation and Dynamics of Dissipative Optical Cavity Soliton
Optical dissipative solitons, namely, cavity solitons have been investigated in different dissipative media, particularly, in vertical cavity surface emitting laser (VCSEL) cavity with different

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