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A forecasting system for movie attendance

机译:电影上座率预测系统

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The main objective of this paper is to develop a system that uses historical data to forecast new movie attendance. In contrast to most models in the literature that consider aggregated prediction or the demand for a cross-section of movies, this paper analyzes the dynamic behavior of attendance at the movie level. The paper considers two alternative models for the weekly adoption or consumption of newly released movies. The Bass (1969) explains adoption through innovation and imitation effects. The Sawhney and Eliashberg (1996) model characterizes the adoption process through time-to-decide and time-to.-act effects. The basis of the paper's results is a sample of 117 movies exhibited in Chile between 2001 and 2003. The two models present very similar results. For the Bass model, the innovation effect is greater than the imitation effect; but, in Sawhney and Eliashberg's model, the time-to-act is more significant than the time-to-decide. The sample prediction errors of these models present values between 2.7% and 17.1%, depending on the prediction horizon and the amount of historical data available.
机译:本文的主要目的是开发一个使用历史数据来预测新电影上座率的系统。与文献中考虑综合预测或对电影横截面的需求的大多数模型相反,本文分析了电影级别上座率的动态行为。本文为每周采用或消费新发行的电影考虑了两种替代模式。巴斯(1969)通过创新和模仿效果来解释采用。 Sawhney and Eliashberg(1996)模型通过决定时间和作用时间来表征采用过程。本文结果的依据是2001年至2003年在智利上映的117部电影的样本。这两种模型呈现的结果非常相似。对于Bass模型,创新效果大于模仿效果;但是,在Sawhney和Eliashberg的模型中,行动时间比决定时间更重要。这些模型的样本预测误差的值介于2.7%和17.1%之间,具体取决于预测范围和可用的历史数据量。

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