2015
DOI: 10.3141/2514-05
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Multilevel Logistic Regression Modeling for Crash Mapping in Metropolitan Areas

Abstract: The spatial nature of traffic crashes makes crash locations one of the most important and informative attributes of crash databases. It is however very likely that recorded crash locations in terms of easting and northing coordinates, distances from junctions, addresses, road names and types are inaccurately reported. Improving the quality of crash locations therefore has the potential to enhance the accuracy of many spatial crash analyses. The determination of correct crash locations usually requires a combin… Show more

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Cited by 10 publications
(3 citation statements)
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“…There may be errors in the recording of these data as has been found in records of road traffic crashes. Errors have been found in crash location [52][53][54][55] and crash time [56]. Third, the current investigation chose to collect data for one week either side of the clock change, similar to previous investigation of RTCs [32] but shorter than the two [57] and five [58] weeks used by others.…”
Section: Discussionmentioning
confidence: 99%
“…There may be errors in the recording of these data as has been found in records of road traffic crashes. Errors have been found in crash location [52][53][54][55] and crash time [56]. Third, the current investigation chose to collect data for one week either side of the clock change, similar to previous investigation of RTCs [32] but shorter than the two [57] and five [58] weeks used by others.…”
Section: Discussionmentioning
confidence: 99%
“…The inaccuracies may be due to human error, equipment failure (when GPS is used), limited training of personnel or can be inherent to the reporting method (e.g. Brown et al, 2015;Imprialou et al, 2015). Existing crash mapping algorithms employ a broad range of methods and attributes of crash records in order to correct erroneous crash locations.…”
Section: Crash Location and Timementioning
confidence: 99%
“…Hierarchical structure poses the challenge as observations for units belonging to the same cluster (e.g., student, class, school) are not independent from one another ( 19 22 ), which violates the traditional model assumption of residual independence. Disregarding the dependence between observations within the same cluster is likely to cause statistical inaccuracies, including underestimation of standard errors, overstatement of statistical significance, and excessive Type I errors ( 20 , 23 – 31 ).…”
Section: Literature Reviewmentioning
confidence: 99%