Using extreme value theory to evaluate the leading pedestrian interval road safety intervention

Author:

Hewett Nicola1ORCID,Fawcett Lee1,Golightly Andrew2,Thorpe Neil3

Affiliation:

1. School of Mathematics, Statistics and Physics Newcastle University Newcastle upon Tyne UK

2. Department of Mathematical Sciences Durham University Durham UK

3. Jacobs, Rotterdam House Newcastle upon Tyne UK

Abstract

Improving road safety is hugely important with the number of deaths on the world's roads remaining unacceptably high; an estimated 1.3 million people die each year as a result of road traffic collisions. Current practice for treating collision hotspots is almost always reactive: once a threshold level of collisions has been overtopped during some pre‐determined observation period, treatment is applied (e.g., road safety cameras). Traffic collisions are rare, so prolonged observation periods are necessary. However, traffic conflicts are more frequent and are a margin of the social cost; hence, traffic conflict before/after studies can be conducted over shorter time periods. We investigate the effect of implementing the leading pedestrian interval treatment at signalised intersections as a safety intervention in a city in north America. Pedestrian‐vehicle traffic conflict data were collected from treatment and control sites during the before and after periods. We implement a before/after study on post‐encroachment times (PETs) where small PET values denote ‘near‐misses’. Hence, extreme value theory is employed to model extremes of our PET processes, with adjustments to the usual modelling framework to account for temporal dependence and treatment effects.

Publisher

Wiley

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