This research demonstrates numerical solutions for fuzzy differential equations, indicating effective methods for convergence analysis in fuzzy models.
Key Points
The aim is to solve fuzzy initial value problems using numerical methods to define initial conditions.
Applied a modified two-step Simpson method for numerical solutions.
Utilized Runge-Kutta algorithms of orders 2–6 for solving differential equations.
Conducted convergence analysis to evaluate method performance.
Developed computer programs for generating approximate solutions.
Demonstrated successful application of numerical methods for fuzzy differential equations.
Compared performance of different numerical methods through examples.
Provided insights into the effectiveness of convergence analysis.
Cite This Study
Lamia Hassan Rahef Alawi (2025) studied this question.