An Optimization model for cases of maximization of results

Linear programming is one of the mathematical procedures that allows the planning of activities in order to obtain optimal results. It is successfully used to solve optimization problems (maximize or minimize) in various industries such as oil, transportation, banking, military, agriculture, economy, health systems, and even in the social and behavioral sciences. Transportation and allocation models are a part of linear programming that allows us to arrive at the solution of problems in different areas, such as: allocations, operations, production, etc. The Hungarian method is the most suitable model for problems that do not present quantities in offers and demands, being a balanced problem; that is to say, its values are equivalent to one.