Optical solitons for the concatenation model: Power-law nonlinearity

The current paper retrieves optical soliton solutions to the concatenation model that is with power-law nonlinearity. The traveling wave hypothesis is the starting point. The detailed mathematical analysis leads to the cnoidal waves and snoidal waves, which eventually lead to the bright and singular soliton solutions when the modulus of ellipticity reaches the appropriate limiting value.

Automated summary

The current paper investigates optical soliton solutions in the concatenation model with power-law nonlinearity. The traveling wave hypothesis is used as a starting point, and detailed mathematical analysis leads to the discovery of cnoidal waves and snoidal waves, which eventually result in bright and singular soliton solutions when the modulus of ellipticity reaches the appropriate limiting value.