考虑自有品牌与直销渠道情形下的合作广告模型研究
[Abstract]:In recent years, retailer's own brand has become one of the hot spots in supply chain management. Large supermarket chains like Wal-Mart and Carrefour are increasingly selling their own brands. At the same time, with the popularity of the network, online direct selling has become an important sales channel for manufacturers. When the supply chain has its own brand and direct marketing channel at the same time, the cooperative advertising strategy becomes more complex than before, and many factors are mixed, which makes it difficult for managers to rely on intuition and experience to deal with the problem. In this paper, five possible game models are calculated and compared: Stackelberg game model led by manufacturer and Stackelberg game model led by retailer. The Nash game model in which the manufacturer decides to share the proportion, the Nash game model in which the retailer decides to share the proportion and the exogenous given share model are used to solve the equilibrium solution under each game model, and then the profit function is compared. We get the following conclusion: (a) if the game has strong enough market power, the profit in Stackelberg game is higher than that in other game cases (b) the market power between the two parties is not much different, and the marginal profit of advertising is not much different. The decision power of the proportion of advertising expenditure is very important. In the case of unilateral subsidy, the exogenous shared proportion is a compromise strategy with the greatest profit. In addition, the model is extended to discuss the influence on supply chain caused by retailers introducing their own brands and manufacturers adopting direct marketing channels. Finally, this paper gives the measures of bilateral cooperative advertising subsidy contract, and draws the conclusion that the bilateral advertising subsidy with a given proportion of exogenous advertising can make the supply chain coordinate, and the overall profit of the system reaches the maximum.
【学位授予单位】:清华大学
【学位级别】:硕士
【学位授予年份】:2008
【分类号】:F713.8;F224.32
【共引文献】
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