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Bayesian analysis of stay times in a system

机译:贝叶斯宿率分析在系统中

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The evaluation of traffic in a system is an important measurement in many studies. Counting the number of items in a system has applications in all processing operations. Electronic messages circulating in a network, clients shopping in a supermarket, students attending programs in a school, all are examples of entities entering, staying and exiting a system. In this article we introduce a Bayesian updating methodology for the gamma distribution of stay times in a system. The methodology was first developed for areas monitored by surveillance cameras. The number of people in the covered area was determined and the average stay time was estimated using a gamma probability distribution. We extend the application to the generic case and present a simple updating methodology for the estimation of the model parameters.
机译:系统中交通的评估是许多研究中的重要测量。计数系统中的项目数量在所有处理操作中具有应用程序。电子邮件在网络中传播,客户在超市购物,学生中学校的学生,一切都是进入,停留和退出系统的实体的示例。在本文中,我们介绍了一个贝叶斯更新方法,用于在系统中留下留存时间的伽玛分布。第一次为监控摄像机监测的区域开发了该方法。确定了覆盖区域中的人数,并使用伽马概率分布估计平均停留时间。我们将应用程序扩展到通用案例,并提出了一个简单的更新方法,用于估计模型参数。

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