2020
DOI: 10.3390/su12083236
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Pricing Policies in a Retailer Stackelberg O2O Green Supply Chain

Abstract: Due to the popularization of the concept of “new retailing”, we study a new commercial model named O2O (online-to-offline), which is a good combination model of a direct channel and a traditional retail channel. We analyze an O2O supply chain in which manufacturers are responsible for making green products and selling them through both online and offline channels. The retailer is responsible for all online and offline channels’ orders, and the manufacturer gives the retailer a fixed fee. We construct a mathema… Show more

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Cited by 4 publications
(7 citation statements)
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“…. , according to Equation (11). From Equation (11), the constraints of the model determine the feasible domain (i.e., the range of values taken) of p 1 (t) and p 2 (t), and this feasible domain varies with t. A diagram of the feasible domain of the model in period t if a right-angle coordinate system is constructed with p 1 (t) as the horizontal axis and p 2 (t) as the vertical axis is shown in Figure 2.…”
Section: Model Solvingmentioning
confidence: 99%
See 3 more Smart Citations
“…. , according to Equation (11). From Equation (11), the constraints of the model determine the feasible domain (i.e., the range of values taken) of p 1 (t) and p 2 (t), and this feasible domain varies with t. A diagram of the feasible domain of the model in period t if a right-angle coordinate system is constructed with p 1 (t) as the horizontal axis and p 2 (t) as the vertical axis is shown in Figure 2.…”
Section: Model Solvingmentioning
confidence: 99%
“…where * 2 ( 1) p t  denotes the optimal offer of firm 2 in period t − 1 according to Equation (11), and * 1 ( ) p t denotes the optimal offer of firm 1 in period t , t = 1, 2, 3, …, according to Equation (11). From Equation (11), the constraints of the model determine the feasible domain (i.e., the range of values taken) of 1 ( ) p t and 2 ( ) p t , and this feasible domain varies with t. A diagram of the feasible domain of the model in period t if a right-angle coordinate system is constructed with 1 ( ) p t as the horizontal axis and 2 ( ) p t as the vertical axis is shown in Figure 2. The specific process for solving the game equilibrium solution of this nonlinear bilevel programming model according to Equation ( 12) is given below and is shown in Figure 3.…”
Section: Model Solvingmentioning
confidence: 99%
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“…Moreover, the optimal decisions of the CLSC members are obtained by developing the Stackelberg game model where the manufacturer acts as a leader and retailer as a follower. The Stackelberg game models are widely used by numerous researchers such as Che et al [62], Wan et al [63], Su et al [64], Li et al [65], etc. to determine the optimal decision variables in various settings.…”
Section: Research Gapmentioning
confidence: 99%