Keywords
axiomatic solutions
path-induced solutions
cooperative games
sensibility
distribución de costos
soluciones inducidas por caminos
juegos cooperativos
sensibilidad
How to Cite
Abstract
Suppose that a vector is produced jointly. We will consider the problem of dividing the cost of production among a group of components. In this paper we characterized a solution through two axioms, s-sensibility and separability. The sensibility is a concept related to the variations of a solution due to slight changes of the cost function and the separability is standard. We study the discrete cost sharing problem. We provide a axiomatic solution.
References
Macías, J.; Olvera, W. (2012) “A Nash equilibrium solution for the discrete two-person cost sharing problem”, Applied Mathematical Sciences 6(42): 2063–2070.
Moulin, H. (1995) “On additive methods to share joint costs”, The Japanese Economic Review 46: 303–332.
Nouweland, A.; Tijs, S. (1995) “Cores and related solution concepts for multi-choice games”, Mathematical Methods of Operations Research 41: 289–311.
Sprumont, Y. (2008) “Nearly serial sharing methods”, International Journal of Game Theory 37: 155-184.
Comments
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