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Buyback Contracts with a Stochastic Demand Curve


Yingxue Zhao


Chinese Academy of Sciences (CAS)

Tsan-Ming Choi


The Hong Kong Polytechnic University - Institute of Textiles and Clothing

T.C.E. Cheng


Hong Kong Polytechnic University

Suresh Sethi


University of Texas at Dallas - Naveen Jindal School of Management

Shouyang Wang


Chinese Academy of Sciences (CAS) - Center for Forecasting Science; Academy of Mathematics and Systems Sciences

February 25, 2010


Abstract:     
We explore buyback contracts in a supplier-retailer supply chain where the retailer faces a price-dependent downward-sloping demand curve subject to uncertainty. We formulate the problem as a supplier-led Stackelberg game and derive explicitly the equilibrium contract parameters along with the corresponding retail price and order quantity - all as functions of the demand curve uncertainty level. We examine the value of buyback and assess its impact on the supply chain's efficiency. We find that in equilibrium (i) Pareto-improvement can be attained using buyback only at an intermediate uncertainty level, (ii) the supply chain's efficiency is maintained at 75% of the optimal channel profit regardless of the uncertainty level, (iii) the retailer orders more only at an intermediate uncertainty level, (iv) the supplier need not change the equilibrium wholesale price associated with the corresponding deterministic demand curve and only needs to adjust the buyback price in response to the uncertainty level, and (v) the end consumers do not benefit from buyback regardless of the uncertainty level. We derive insights and managerial implications of the theoretical results.

Number of Pages in PDF File: 35

Keywords: buyback contract, supply chain coordination

JEL Classification: M11

working papers series


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Date posted: March 3, 2010  

Suggested Citation

Zhao, Yingxue, Choi, Tsan-Ming, Cheng, T.C.E., Sethi, Suresh and Wang, Shouyang, Buyback Contracts with a Stochastic Demand Curve (February 25, 2010). Available at SSRN: http://ssrn.com/abstract=1559475 or http://dx.doi.org/10.2139/ssrn.1559475

Contact Information

Yingxue Zhao
Chinese Academy of Sciences (CAS) ( email )
Beijing, 100190
China
Tsan-Ming Choi (Contact Author)
The Hong Kong Polytechnic University - Institute of Textiles and Clothing ( email )
Hong Kong
852-27666450 (Phone)
T.C.E. Cheng
Hong Kong Polytechnic University ( email )
Hung Hom
Hung Hom, Kowloon, 0
Hong Kong
Suresh Sethi
University of Texas at Dallas - Naveen Jindal School of Management ( email )
800 W. Campbell Road, SM30
Richardson, TX 75080-3021
United States
Shouyang Wang
Chinese Academy of Sciences (CAS) - Center for Forecasting Science; Academy of Mathematics and Systems Sciences ( email )
China
Feedback to SSRN (Beta)


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