TY - GEN
T1 - A game-theoretical approach for supply chain coordination under fairness preference
AU - Wang, Lirong
AU - Xu, Su Xiu
AU - Lu, Qiang
PY - 2013
Y1 - 2013
N2 - In recent years, fairness preference has been increasingly emphasized in the studies of game experiments. However, how to develop effective game-theoretical models for supply chain coordination (SCC) under fairness preference remains an open question. In this paper, we considered a supply chain with one manufacturer and one retailer and analyzed the impact of fairness preference on SCC under several games. Under the (non-cooperative) Stackelberg game, both agents are assumed to play both roles as the leader and the follower, and make decisions to maximize their own utilities without fairness preference. Under the cooperative game, the objective of SCC is to maximize the total social welfare when fairness preference is not involved. In fair games under cooperative environment, both agents realize the possible negative effects caused by the fairness preference when maximize their own utilities. In such a case, we derived a Pareto efficient solution. Finally, the optimal decisions under different cases are compared.
AB - In recent years, fairness preference has been increasingly emphasized in the studies of game experiments. However, how to develop effective game-theoretical models for supply chain coordination (SCC) under fairness preference remains an open question. In this paper, we considered a supply chain with one manufacturer and one retailer and analyzed the impact of fairness preference on SCC under several games. Under the (non-cooperative) Stackelberg game, both agents are assumed to play both roles as the leader and the follower, and make decisions to maximize their own utilities without fairness preference. Under the cooperative game, the objective of SCC is to maximize the total social welfare when fairness preference is not involved. In fair games under cooperative environment, both agents realize the possible negative effects caused by the fairness preference when maximize their own utilities. In such a case, we derived a Pareto efficient solution. Finally, the optimal decisions under different cases are compared.
KW - Fairness preference
KW - Pareto solution
KW - Supply chain coordination
UR - http://www.scopus.com/inward/record.url?scp=84898776195&partnerID=8YFLogxK
M3 - Conference contribution
AN - SCOPUS:84898776195
SN - 9781629934372
T3 - Proceedings of International Conference on Computers and Industrial Engineering, CIE
SP - 48
EP - 63
BT - 43rd International Conference on Computers and Industrial Engineering 2013, CIE 2013
PB - Computers and Industrial Engineering
T2 - 43rd International Conference on Computers and Industrial Engineering 2013, CIE 2013
Y2 - 16 October 2013 through 18 October 2013
ER -