A cooperative game approach to a production planning problem
Artículo de revista
2015
This paper deals with a production planning problem formulated as a Mixed Integer Linear Programming
(MILP) model that has a competition component, given that the manufacturers are willing to produce as
much products as they can in order to fulfil the market’s needs. This corresponds to a typical game theoretic
problem applied to the productive sector, where a global optimization problem involves production planning
in order to maximize the utilities for the different firms that manufacture the same type of products and
compete in the market. This problem has been approached as a cooperative game, which involves a possible
cooperation scheme among the manufacturers. The general problem was approached by Owen (1995) as the
“production game” and the core was considered. This paper identifies the cooperative game theoretic model
for the production planning MILP optimization problem and Shapley Value was chosen as the solution
approach. The results obtained indicate the importance of cooperating among competitors. Moreover, this
leads to economic strategies for small manufacturing companies that wish to survive in a competitive
environment.
- Artículos científicos [3156]
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Título: A cooperative game approach to a production planning problem.pdf
Tamaño: 349.5Kb
PDFLEER EN FLIP