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Evaluating the impact of marketing strategy on customer satisfaction through game theory: A mathematical model and empirical research

机译:通过博弈论评估营销策略对客户满意度的影响:一个数学模型和实证研究

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This study attempts to develop a theoretical model and associated method for researching the impact of marketing strategy on customer satisfaction. It also examines the indirect effects of a marketing strategy on consumer satisfaction via the price and service quality. To clarify, it employs the concept of natural logarithms and the Lagrange function to develop a conceptual model and form an optimal marketing strategy. In addition, the study develops a model based on the conception of game theory to identify the global marketing strategy in a competitive environment. In order to illustrate the viability and contributions of the mathematical model; the empirical research employs the structural equation modeling to test the interrelationships among research constructs. The mathematical and empirical results offer an optimal guideline for a global marketing strategy to provide direction for allocating strategic resources in a competitive environment. The results of the structural equation model support the intermediary roles of price and service quality in the relationship between marketing strategy and customer satisfaction. A coordination-integration strategy can reduce price, and both standardization and coordination-integration strategies can reduce price and enhance service quality and then enhance customer satisfaction in the global service market.
机译:本研究试图建立一种理论模型和相关方法,以研究营销策略对客户满意度的影响。它还通过价格和服务质量检查了营销策略对消费者满意度的间接影响。为了澄清,它使用自然对数的概念和拉格朗日函数来开发概念模型并形成最佳营销策略。此外,该研究还基于博弈论的概念开发了一个模型,以识别竞争环境中的全球营销策略。为了说明数学模型的可行性和贡献;实证研究采用结构方程模型来检验研究结构之间的相互关系。数学和经验结果为全球营销策略提供了最佳指导,为在竞争环境中分配战略资源提供了指导。结构方程模型的结果支持价格和服务质量在营销策略和客户满意度之间的关系中的中介作用。协调集成策略可以降低价格,标准化和协调集成策略都可以降低价格并提高服务质量,从而提高全球服务市场中的客户满意度。

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