Dynamical Behavior of the Glycolysis Model Involving the Fractional Caputo Derivative
摘要
This paper introduces a comprehensive model for studying the glycolysis pathway, involving the fractional Caputo derivative to delve into its dynamics. By employing the fractional Caputo derivative, the study explores the system’s behavior and reveals insights into its stability and bifurcation points. Numerical simulations are conducted to demonstrate how the fractional-order derivative influences the system’s behavior.