Department of Mathematics, University College London, London, United Kingdom.
LICIT Laboratory, Université de Lyon/ENTPE/IFFSTAR, Lyon, France.
PLoS One. 2018 Aug 8;13(8):e0201890. doi: 10.1371/journal.pone.0201890. eCollection 2018.
Road accidents are one of the main causes of death around the world and yet, from a time-space perspective, they are a rare event. To help us prevent accidents, a metric to determine the level of concentration of road accidents in a city could aid us to determine whether most of the accidents are constrained in a small number of places (hence, the environment plays a leading role) or whether accidents are dispersed over a city as a whole (hence, the driver has the biggest influence).
Here, we apply a new metric, the Rare Event Concentration Coefficient (RECC), to measure the concentration of road accidents based on a mixture model applied to the counts of road accidents over a discretised space. A test application of a tessellation of the space and mixture model is shown using two types of road accident data: an urban environment recorded in London between 2005 and 2014 and a motorway environment recorded in Mexico between 2015 and 2016.
In terms of their concentration, about 5% of the road junctions are the site of 50% of the accidents while around 80% of the road junctions expect close to zero accidents. Accidents which occur in regions with a high accident rate can be considered to have a strong component related to the environment and therefore changes, such as a road intervention or a change in the speed limit, might be introduced and their impact measured by changes to the RECC metric. This new procedure helps us identify regions with a high accident rate and determine whether the observed number of road accidents at a road junction has decreased over time and hence track structural changes in the road accident settings.
道路交通事故是全球主要死亡原因之一,但从时空角度来看,此类事故较为罕见。为帮助我们预防事故,我们可以使用一种度量标准来确定城市中道路事故的集中程度,从而确定大多数事故是否集中在少数几个地方(因此,环境起着主导作用),还是事故在整个城市范围内分散(因此,驾驶员的影响最大)。
在这里,我们应用了一种新的度量标准——罕见事件集中系数(RECC),该标准基于应用于离散空间的事故计数的混合模型来衡量道路事故的集中程度。通过对空间和混合模型的细分测试应用,我们展示了两种类型的道路事故数据:2005 年至 2014 年在伦敦记录的城市环境数据和 2015 年至 2016 年在墨西哥记录的高速公路环境数据。
就其集中程度而言,约 5%的道路交叉口发生了 50%的事故,而约 80%的道路交叉口预计几乎不会发生事故。发生在高事故率地区的事故可以被认为与环境有很强的关系,因此可以引入诸如道路干预或限速变化等措施,并通过 RECC 度量标准的变化来衡量其影响。这种新方法有助于我们识别高事故率地区,并确定一个道路交叉口的实际道路事故数量是否随时间减少,从而跟踪道路事故环境的结构变化。