Journal
EUROPEAN JOURNAL OF OPERATIONAL RESEARCH
Volume 290, Issue 2, Pages 546-555Publisher
ELSEVIER
DOI: 10.1016/j.ejor.2020.08.023
Keywords
Supply chain management; Retailing; Behavioral economics; Marketing-operations interface; Game theory
Funding
- Ministry of Education, Culture, Sports, Science and Technology of Japan [19K04910]
- Grants-in-Aid for Scientific Research [19K04910] Funding Source: KAKEN
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This study provides a game-theoretic analysis for channel coordination in a two-tier supply chain with fairness concerns among retailers. The research shows that a fair channel can be successfully achieved in equilibrium, maximizing total channel profit and ensuring retailers do not suffer disutility due to disadvantages. Retailers necessarily benefit from their fairness concerns in a fair channel setting.
This study provides a game-theoretic analysis for channel coordination of a two-tier supply chain in which retailers have fairness concerns. We explore a setting in which a single manufacturer sells its product to consumers through two competing retailers that are horizontally differentiated at varying levels. We extend the previous literature, which examines only monopolistic supply chains. We show that the channel can be successfully coordinated in equilibrium in that the total channel profit is maximized and the retailers do not incur disutility due to disadvantageous inequality, even if they are not averse to their advantageous inequality. Specifically, only if the retailers are moderately differentiated is a fair channel successfully achieved. In addition, we find that in a market in which a fair channel is coordinated in equilibrium, the retailers necessarily benefit from their fairness concerns. Furthermore, we investigate a situation in which the ideal distribution ratios between the channel members can be endogenously chosen prior to subsequent pricing stages. Interestingly, even if such endogenous choices are allowed for the retailers, a fair channel still can be coordinated in equilibrium. Specifically, the retailers set their ideal ratios in equilibrium at the lowest level in their feasible ranges of successful coordination. However, this results in the prisoner's dilemma, because if they were allowed to collude to set the ratios, the retailers would benefit the most from the highest level in the feasible ranges. (C) 2020 Elsevier B.V. All rights reserved.
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