Highly dispersive optical solitons perturbation having Kudryashov's arbitrary form with sextic-power law refractive index and generalized non-local laws

This paper employs the modified Kudryashov's approach and addendum to Kudryashov's scheme for extracting optical soliton solutions for highly dispersive nonlinear perturbation Schrodinger equation having Kudryashov's arbitrary form with sextic-power law refractive index and generalized non-local laws. Bright, dark, singular solitons and combo bright-singular solitons are recovered. The modified Kudryashov's scheme gives dark, singular solitons and combo bright singular solitons, while the addendum to Kudryashov's approach secures bright and singular solitons.

Automated summary

This paper utilizes the modified Kudryashov's approach and addendum to extract optical soliton solutions for highly dispersive nonlinear perturbation Schrodinger equation. The recovered solitons include bright, dark, singular, and combo solitons. The modified Kudryashov's scheme focuses on dark, singular, and combo solitons, while the addendum addresses bright and singular solitons.