廖红怡, 金百锁. 多阈值负二项回归模型[J]. 应用概率统计, 2024, 40(4): 684-696. DOI: 10.12460/j.issn.1001-4268.aps.2024.2022060
引用本文: 廖红怡, 金百锁. 多阈值负二项回归模型[J]. 应用概率统计, 2024, 40(4): 684-696. DOI: 10.12460/j.issn.1001-4268.aps.2024.2022060
LIAO H Y, JIN B S. Multi-threhold negative binomial regression model [J]. Chinese J Appl Probab Statist, 2024, 40(4): 684−696. DOI: 10.12460/j.issn.1001-4268.aps.2024.2022060
Citation: LIAO H Y, JIN B S. Multi-threhold negative binomial regression model [J]. Chinese J Appl Probab Statist, 2024, 40(4): 684−696. DOI: 10.12460/j.issn.1001-4268.aps.2024.2022060

多阈值负二项回归模型

Multi-Threhold Negative Binomial Regression Model

  • 摘要: 本文提出了一个多阈值负二项回归模型并使用一个带有迭代过程的两阶段程序来估计阈值的位置和模型参数. 在第一阶段, 我们使用分组选择的方法识别出阈值的数量, 然后在第二阶段得到阈值的位置和模型参数的估计. 我们通过模拟研究来检验所提出方法的性能, 并使用一个真实交通事故数据进行说明.

     

    Abstract: We propose a multi-threshold negative binomial regression model and use a two-stage procedure with an iterative process to estimate the location of thresholds and model parameters. In the first stage we use a group selection method to identify the number of thresholds, then in the second stage, thresholds locations and estimates of model parameters are obtained. We examine the performance of the proposed methods by simulation studies and provide an illustration using crash data.

     

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