The concept of supply chain coordination implies that it is possible to obtain an optimal result for both independent chain participants and supply chain due to participants’ coordinated actions. This paper examines the question whether a buyback contract will be coordinating or not. The authors argue that a coordinating buyback contract should have the following substantive properties: practical feasibility, collective and individual rationality. The paper off ers a mathematical defi nition of a coordinating buyback contract which highlights these properties. Entering into buyback contract process is considered as a two-step game of two players (a supplier and retailer) on the assumption that the players are risk neutral and make decisions with full information available, the market price is fixed, and the product demand is a random variable. The authors demonstrate that the buyback contract does not coordinate the chain, however, there has been obtained a non-empty set of eff ective contracts depending on the buyback price. For such contracts, the defi nition of “conditional coordination” is given to introduce the property of a supplier’s partial rationality; its existence was proved. The findings reveal that the choice of buyback price affects the allocation of profits between chain participants so the decision on its choice must be cooperative. To substantiate the nature of cooperative choice of conditionally coordinating contracts, the asymmetric Nash solution is considered. All results were obtained both in general terms and under the assumption that the product demand has uniform distribution. For the latter case, the conditionally coordinating contract parameters were found and it was justified that the conclusion of such a contract is possible only when a supplier has greater bargain power than a retailer.
In this paper the problem of allocation over time of total cost incurred by coalitions of countries in a coalitional game of pollution reduction is considered. The Nash equilibrium in the game played by coalitions is computed and then the value of each coalition is allocated according to some given mechanism between its members.
In this race for productivity, the most successful leaders in the banking industry are those with high-efficiency and a competitive edge. Data envelopment analysis is one of the most widely used methods for measuring efficiency in organizations. In this study, we use the ideal point concept and propose a common weights model with fuzzy data and non-discretionary inputs. The proposed model considers environmental criteria with uncertain data to produce a full ranking of homogenous decision-making units. We use the proposed model to investigate the efficiency-based leaders in the Russian banking industry. The results show that the unidimensional and unilateral assessment of leading organizations solely according to corporate size is insufficient to characterize industry leaders effectively. In response, we recommend a multilevel, multicomponent, and multidisciplinary evaluation framework for a more reliable and realistic investigation of leadership at the network level of analysis.
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