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Local linear negative binomial nonparametric regression for predicting the number of speed violations on toll road: a theoretical discussion

机译:局部线性负二项式非参数回归,用于预测收费路径上的速度违规行为:理论讨论

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In this paper, we describe a theoretical discussion about local linear negative binomial regression for predicting the number of speed violations on toll road. Data on the number of speed violations on toll roads is a count data. Count data is a non-negative integer data generated from continuous calculation process. We usually use Poisson regression to analyze count data of a response variable. But, one of infractions on Poisson regression assumption is over-dispersion. To overcome that over-dispersion we should use negative binomial nonparametric regression model approach. The negative binomial nonparametric regression model is a development of the negative binomial parametric regression model. In this research, we theoretically discuss estimation of negative binomial nonparametric regression model based on local linear estimator which is applied to data of the number of speed violations on toll roads. The estimation results of the negative binomial nonparametric regression model that we have obtained then can be used to predict the number of speed violations on toll roads so that the Ministry of Transportation together with the police can use it to take preventive measures.
机译:在本文中,我们描述了关于局部线性阴性二项式回归的理论探讨,以预测收费道路上的速度违规数量。关于收费路线上的速度违规数量的数据是计数数据。计数数据是从连续计算过程生成的非负整数数据。我们通常使用Poisson回归来分析响应变量的计数数据。但是,泊松回归假设的违规行为是过度分散。为了克服过度分散,我们应该使用负二项式非参数回归模型方法。负二项式非参数回归模型是负二项式参数回归模型的发展。在本研究中,我们基于本地线性估计的理论上讨论了负二项式非参数回归模型的估计,该估计应用于收费道路上速度违规数量的数据。我们获得的负二项式非参数回归模型的估计结果可用于预测收费道路上的速度违规行为,以便运输部与警方一起使用它以采取预防措施。

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