1
School of Mathematical and Geospatial Sciences, RMIT University
2
Industrial Engineering, Sharif University of Technology
Abstract
Abstract This paper provides a closed-form optimal solution to the multi-objective model of the fair allocation of gains obtained by cooperation among all players. The optimality of the proposed solution is first proved. Then, the properties of the proposed solution are investigated. At the end, a numerical example in inventory control environment is given to demonstrate the application and to compare the results with the ones of an existing method.
Abbasi, B., & Niaki, S. (2012). A Closed-Form Formula for the Fair Allocation of Gains in Cooperative N-Person Games. International Journal of Engineering, 25(4), 303-310.
MLA
B. Abbasi; S.T.A. Niaki. "A Closed-Form Formula for the Fair Allocation of Gains in Cooperative N-Person Games". International Journal of Engineering, 25, 4, 2012, 303-310.
HARVARD
Abbasi, B., Niaki, S. (2012). 'A Closed-Form Formula for the Fair Allocation of Gains in Cooperative N-Person Games', International Journal of Engineering, 25(4), pp. 303-310.
VANCOUVER
Abbasi, B., Niaki, S. A Closed-Form Formula for the Fair Allocation of Gains in Cooperative N-Person Games. International Journal of Engineering, 2012; 25(4): 303-310.