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使用分位数回归量化公交客运量预测的不确定性.pdf

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1、Quantifying the Uncertainty of Transit Ridership Forecasts Using Quantile RegressionJawad Mahmud HoqueaIan ZhangaGreg ErhardtaDave SchmittbaDepartment of Civil Engineering,University of KentuckybInsight Transportation Consulting Inc.Background:Transit Ridership Forecast AccuracyConference on Innovat

2、ions in Travel Analysis and Planning!=ForecastForecast 100Transit Ridership is about 25%lower than forecast on average,with average deviation of 31%164 Large-Scale transit projects in the US136 of them open with counts availableCompared forecast ridership toobserved ridership two yearsafter opening.

3、Ridership Forecast Accuracy Over the YearsConference on Innovations in Travel Analysis and PlanningWhat Makes A Forecast“Good”?Conference on Innovations in Travel Analysis and PlanningBeneficial to the decision-making Sensitive to the policies Produce metrics useful to decision making Whether the de

4、cision would change for a different forecast and would the unselected decision lead to a better outcome.Correspondence of the forecasts to the observations?Planning in the Face of UncertaintyConference on Innovations in Travel Analysis and PlanningSource:Anam,S.,Miller,J.S.and Amanin,J.W.,2020.Manag

5、ing traffic forecast uncertainty.ASCE-ASME Journal of Risk and Uncertainty in Engineering Systems,Part A:Civil Engineering,6(2),p.04020009.Accuracy and UncertaintyConference on Innovations in Travel Analysis and PlanningAccuracyCloseness of observation and measurement or estimateRetrospective evalua

6、tion of forecast qualityComparison of actual demand and forecasted demandUncertaintyEstimate of the accuracy.Range in which the real value liesProspective modification of forecasts to ensure quality and reliability Range of values possible for actual demandQuantifying Uncertainty in Forecasts Sensit

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本文探讨了如何量化公共交通乘客流量预测的不确定性。研究背景指出,美国的164个大尺度交通项目中,有136个已开放并可用于计数,研究发现预测的乘客量平均比实际低25%,偏差平均为31%。文章提出了有益于决策制定的预测应具备的特点,如对政策的敏感性,以及生成对决策有用的指标。同时,探讨了不确定性与预测准确性之间的关系。 关键点包括:1) 采用敏感性测试、情景分析、蒙特卡洛模拟和参考类别预测等方法来量化预测的不确定性;2) 分位数回归模型能最小化中位数绝对偏差,对于不同分位数可得到分别的系数,从而理解非正态分布的结果和非线性预测变量之间的关系;3) 分位数回归模型检测到的不确定性范围可用于沟通实际乘客量可能出现的区间;4) 文章提供了具体的模型公式,并以一个2021年开放的城市轻轨项目为例,展示了如何应用分位数回归模型来预测乘客量;5) 最后,提出了实践中的建议,包括承认不确定性、系统性地归档预测数据、定期报告准确性,并考虑过去的准确性以改进预测方法。
如何量化公共交通乘客预测的不确定性? 预测准确性对决策制定有何影响? 量角回归在交通分析规划中的应用如何?
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