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Modelling trends in road crash frequency in Qatar State

机译:卡塔尔州道路碰撞频率建模趋势

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The data-based regression models are widely popular in modelling the relationship between the crash frequencies and contributing factors. However, one common problem usually associated with the classical regression models is the multicollinearity, which leads to biased estimation of the model coefficients. This paper mainly focuses on the consequences of multicollinearity and introduces a multiple objective-based best-subset approach for promoting the accuracy of the road crash model in Qatar State. The prediction performance of the methodology is verified through a comparative study with two of well-known time series models, namely autoregressive moving average (ARMA) and double exponential smoothing (DES). The mean absolute percentage error (MAPE) is used to assess the ability of each model in maintaining minimum prediction errors. The methodology is illustrated by using a data set of road crashes in Qatar State, 2007-2013.
机译:基于数据的回归模型在模拟碰撞频率与贡献因素之间的关系方面广泛流行。 然而,通常与经典回归模型相关联的一个常见问题是多色性,这导致模型系数的偏置估计。 本文主要侧重于多重型性的后果,并引入了一种多目标基础的最佳群方法,用于促进卡塔尔状态的道路撞击模型准确性。 通过具有两种众所周知的时间序列模型的比较研究验证了方法的预测性能,即自回归移动平均(ARMA)和双指数平滑(DES)。 平均绝对百分比误差(MAPE)用于评估每个模型在保持最小预测误差方面的能力。 通过在Qatar State,2007-2013中使用的一组道路崩溃来说明方法。

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