How Does Linear Programming Work in Epidemiological Models?
To use LP in epidemiology, a mathematical model is constructed that represents the problem. This model includes:
Objective Function: A linear function that needs to be maximized or minimized (e.g., minimizing the number of new infections). Constraints: Linear inequalities or equations that represent the limitations or requirements of the problem (e.g., budget constraints, maximum capacity of hospitals).
Solving the LP problem provides the optimal solution that satisfies all constraints and achieves the best outcome according to the objective function.
