STABILITY AND SENSITIVITY ANALYSIS FOR A VARIABLE-ORDER DISCRETE MATHEMATICAL MODEL TO EVALUATE THE IMPACT OF DIABETES AND ITS RESULTING COMPLICATIONS
摘要
We investigate a variable-order discrete fractional mathematical model to assess the impact of diabetes and its associated complications. The main findings demonstrate the solvability and stability of the proposed system. Additionally, we present various numerical results to evaluate the proposed model effectively. Finally, comparison results emphasize the advantages of using fractional derivatives.