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Estimation of Willingness to Pay Using Dichotomous Choice Data under Proportional Hazard Approach

机译:在比例危险方法下使用二分法选择数据支付愿意估算

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Parametric and semi-nonparametric estimation techniques for the dichotomous choice contingent valuation model are receiving considerable interest. These methodologies originally have been developed to find the "willingness to pay (WTP)" or implicit valuation of non-market goods. The form of WTP distribution can be used to set up tariff of new service. Furthermore, it can be used for marketing strategy if we know the relations between WTP and covariate - salary, expenditure for telecommunication services, age, etc. The methodologies for finding WTP distribution can be classified three categories. The most popular approach is parametric approach. The second approach is fully nonparametric one. The most popular model is Turnbull''s estimator and kernel method. The final approach is semi-nonparametric (SNP) approach which is the most preferable in some sense that take both advantage of parametric and nonparametric approach. In this paper, we apply a semi-parametric estimation procedure called proportional hazard regression model for binary discrete response data. We perform a series of simulation result under various model assumptions. We also give empirical studies of real situation for finding consumer''s valuation of prescribed services.
机译:用于二分法选择的参数和半非参数估计技术,差价估值模型正在接受相当大的兴趣。这些方法最初是开发的,以找到“支付(WTP)的意愿”或非市场货物的隐性估值。 WTP分布的形式可用于建立新服务的关税。此外,如果我们知道WTP和协变量的关系,电信服务的支出,年龄等,可以用于营销策略。寻找WTP分布的方法可以分类为三类。最流行的方法是参数方法。第二种方法是完全非参数的方法。最受欢迎的模型是Turnbull'的估计和内核方法。最终方法是半非参数(SNP)方法是最优选的,这是参数和非参数方法的优点。在本文中,我们应用了一种半导体估计过程,称为比例危险回归模型,用于二进制离散响应数据。我们在各种模型假设下执行一系列仿真结果。我们还提出了对消费者对规定服务估值的实际情况的实证研究。

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