In the present investigation, an optimization model based on mixed integer linear programming is established, which considers the analysis and careful selection of the vehicles to be used for the distribution of finished products, as well as the assignment of the route to follow from a distribution center or production plant to the different points or end customers. The main objective is to minimize the different costs related to the transfer, management and programming of the different trips to each of the clients that make up the distribution network. A basic-practical mathematical model is presented, in which the principles of the efficient allocation of each of the trips to each client based on the transport problem are established, as well as aspects of the problem addressed, such as a network of star distribution. In the same way, procedures are established for carrying out different activities within the product distribution area in order to contribute to the efficient management of the different logistical resources available to the organization.
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