Optical solitons with DWDM topology having parabolic law nonlinearity with multiplicative white noise

The current paper aims to explore the dynamics of optical solitons in the presence of multiplicative white noise within a DWDM topology. The utilization of Jacobi's elliptic function and Ito Calculus has made it possible to retrieve the soliton solutions. The presence of white noise has an exclusive effect on the phase component of the solitons.

Automated summary

This paper investigates the dynamics of optical solitons in the presence of multiplicative white noise within a DWDM topology. By using Jacobi's elliptic function and Ito Calculus, the soliton solutions were obtained. The white noise has an exclusive effect on the phase component of the solitons.