Construction of analytic solutions to nonlinear differential equations with multiple proportional delays

Puntos clave

• Analytic solutions to nonlinear differential equations were successfully constructed, advancing mathematical techniques.
• Key findings demonstrated that these solutions account for multiple proportional delays and affect system dynamics.
• Approach involved developing mathematical frameworks to analyze systems with complex, time-dependent behaviors.
• Implications call for further exploration into the stability and response of systems to delays under various conditions.