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Monte Carlo analysis of estimation methods for the prediction of customer response patterns in direct marketing

机译:蒙特卡洛估计法的预测方法,用于预测直接营销中的客户响应模式

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摘要

In direct marketing, customers are usually asked to take a specific action, and their responses are recorded over time and stored in a database. Based on the response data, we can estimate the number of customers who will ultimately respond, the number of responses anticipated to receive by a certain period of time, and the like. The goal of this article is to derive and propose several estimation methods and compare their performances in a Monte Carlo simulation. The response patterns can be described by a simple geometric function, which relates the number of responses to elapsed time. The "maximum likelihood" estimator appears to be the most effective method of estimating the parameters of this function. As we have more sample observations, the maximum likelihood estimates also converge to the true parameter values rapidly.
机译:在直接营销中,通常会要求客户采取特定的措施,并随时间记录他们的响应并将其存储在数据库中。根据响应数据,我们可以估计最终将做出响应的客户数量,在特定时间段内预期收到的响应数量等。本文的目的是推导并提出几种估计方法,并在蒙特卡洛模拟中比较它们的性能。响应模式可以通过简单的几何函数来描述,该函数将响应的数量与经过的时间相关联。 “最大似然”估计器似乎是估计此函数参数的最有效方法。当我们有更多样本观测值时,最大似然估计值也会迅速收敛到真实参数值。

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