A neutrosophic differential equation approach for modelling glucose distribution in the bloodstream using neutrosophic sets

Neutrosophic sets are a generalization of fuzzy sets and intuitionistic fuzzy sets. They play an important role in addressing uncertainty, vagueness, and indeterminacy in problem-solving. Differential equations in a neutrosophic environment under Hukuhara differentiability are used to model the amount of glucose distribution and absorption rates in blood. Trapezoidal neutrosophic numbers are used to describe the initial conditions and equation parameters. Equilibrium points, along with their stability analysis, have been performed. Exact solutions are found, and corresponding numerical simulations for different (α,β,γ)-cut values of trapezoidal neutrosophic numbers are performed using MATLAB.