Implementation of a mathematical model that allows optimize the transportation costs of a water purifying company
DOI:
https://doi.org/10.63728/riisds.v7i1.176Keywords:
Logistics, Optimization, Methods routing, PurifyingAbstract
The article that is presented below analyzes the logistics aspects of a water purification company. In this project we will work in the area of distribution, which is the area that we want to improve in terms of time and costs. However, the other areas are also of great help for the preparation of the project as they will provide the necessary information to implement the mathematical model. The mathematical model used managed to minimize the logistic costs, with this programming there is a saving of 34.96% corresponding to $ 1,081.57 pesos per week, so the use of these mathematical programming models is effective.
References
Arias-Rojas, J., Jiménez, J., & Montoya-Torres, J. (2012). “Solving of school bus routing problem by ant colony optimization”. EIA, ISSN 1794-1237(17), 193-208.
Cabañas, G. Norma G. (2013) “Modelo Matemático Optimizado por un Algoritmo Genético para disminuir los costos de distribución de una fabrica de hielo”. Tesis de Maestría del Instituto Tecnológico Superior de Tantoyuca.
Ismail, Z., & Irhamah. (2010). “Genetic Algorithm and Tabu Search for Vehicle Routing Problems with Stochastic Demand”. International Conference on Mathematical Science
Lai, M.-C., Sohn, H., Tseng, T., & Bricker, D. (2012). “A hybrid benders/genetic algorithm for vehicle routing and scheduling problem”,. International Journal of Industrial Engineering, 19 (1), 33-46.
Toth, P. y Vigo, (2002). The Vehicle Routing Problem, doi:10.1137/1.9780898718515, volumen 9 of SIAM Monographs on Discrete Mathematics and Applications, SIAM, Philadelphia, PA.,
West A. (2010). Gestión de la distribución comercial. Juan bravo Madrid España, ISBN en lenguaje español:8487189814
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