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Statistical Model Of Road Traffic Crashes Data In Anambra State, Nigeria: A Poisson Regression Approach

机译:尼日利亚阿南布拉州道路交通事故数据统计模型:泊松回归法

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Abstract: Road traffic crashes are count (discrete) in nature. When modeling discrete data for characteristics and prediction of events, it is appropriate using the Poisson Regression Model. However, the condition that the mean and variance of the Poisson are equal, poses a great constraint, hence necessitating the use of the Generalized Poisson Regression (GPR) and the Negative Binomial Regression (NBR) models, which do not require these constraints that the mean and the variance be equal, as proxies. Data on Road traffic crashes from the Anambra State Command of the Federal Road Safety Commission (FRSC), Nigeria were analyzed using these three methods, the results from the two proxies are compared using the Akaike Information Criterion (AIC) with GPR showing an AIC value of 3508.595 and the NBR showing an AIC value of 2742. Having shown a smaller AIC value, the NBR was considered a better model when analyzing road traffic crashes in Anambra State, Nigeria.
机译:摘要:道路交通事故本质上是(离散的)数量。当为特征和事件预测对离散数据建模时,使用泊松回归模型是合适的。但是,泊松均值和方差相等的条件会产生很大的约束,因此必须使用广义泊松回归(GPR)和负二项式回归(NBR)模型,而这些模型不需要这些约束即可均值和方差相等,作为代理。使用这三种方法分析了来自尼日利亚联邦道路安全委员会(FRSC)阿南布拉州司令部的道路交通事故数据,使用Akaike信息准则(AIC)将这两个代理的结果与GPR进行了比较,显示了AIC值NBR为3508.595,NBR的AIC值为2742。显示较小的AIC值后,在分析尼日利亚阿南布拉州的道路交通事故时,NBR被认为是更好的模型。

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