Modulation Instability and Diverse Soliton Solutions for the Derivative Resonant Schrödinger Equation with Quadrupled Power-law Nonlinearity

Key Points

• Modulation instability leads to the emergence of multiple soliton solutions under specific conditions.
• Important findings include the existence of distinct soliton forms influenced by a quadrupled power-law nonlinearity.
• Analysis of solutions utilizes theoretical models and mathematical approaches on nonlinear dynamics.
• This work highlights the potential for novel applications in wave phenomena, warranting further exploration in practical contexts.