Mathematical exploration of optical solitons in theLakshmanan-Porsezian-Daniel model using an analytical scheme

Key Points

• Optical solitons are explored mathematically, indicating unique properties in nonlinear media.
• Key findings highlight the stability and propagation characteristics of solitons in the model's context.
• Mathematical techniques from analytical schemes were used to derive soliton solutions effectively.
• Implications suggest advancements in understanding soliton behavior could enhance communication technologies.