2005
DOI: 10.1017/s0950268804003528
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A model-adjusted space–time scan statistic with an application to syndromic surveillance

Abstract: The space-time scan statistic is often used to identify incident disease clusters. We introduce a method to adjust for naturally occurring temporal trends or geographical patterns in illness. The space-time scan statistic was applied to reports of lower respiratory complaints in a large group practice. We compared its performance with unadjusted populations from: (1) the census, (2) group-practice membership counts, and on adjustments incorporating (3) day of week, month, and holidays; and (4) additionally, lo… Show more

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Cited by 112 publications
(109 citation statements)
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“…Additionally, many other variants of the scan statistic have recently been proposed, including Gaussian , robust (Neill & Sabhnani, 2007), model-adjusted (Kleinman, Abrams, Kulldorff, & Platt, 2005), nonparametric (Neill & Lingwall, 2007), and Bayesian (Neill, Moore, & Cooper, 2006, 2007 methods. We believe that some of these more complex methods may further improve detection performance, and we are in the process of conducting a large-scale evaluation of these methods using hospital Emergency Department and over-the-counter medication sales data.…”
Section: Discussionmentioning
confidence: 99%
“…Additionally, many other variants of the scan statistic have recently been proposed, including Gaussian , robust (Neill & Sabhnani, 2007), model-adjusted (Kleinman, Abrams, Kulldorff, & Platt, 2005), nonparametric (Neill & Lingwall, 2007), and Bayesian (Neill, Moore, & Cooper, 2006, 2007 methods. We believe that some of these more complex methods may further improve detection performance, and we are in the process of conducting a large-scale evaluation of these methods using hospital Emergency Department and over-the-counter medication sales data.…”
Section: Discussionmentioning
confidence: 99%
“…While Kulldorff's original spatial scan statistic (Kulldorff 1997) did not take the time dimension into account, later work generalized this method to the "space-time scan statistic" by scanning over variable size temporal windows (Kulldorff et al 1998;Kulldorff 2001). Recent extensions such as the expectationbased scan statistic (Neill et al 2005b) and model-based scan statistic (Kleinman et al 2005) also take the time dimension into account by using historical data to model the expected distribution of counts in each spatial location.…”
Section: Related Workmentioning
confidence: 99%
“…Let c st be the observed number of cases in the geographical location s during time period t. Let n st be either the population or the expected number of cases in location s during time period t. Let C = s,t c st be the total number of cases and let N = s,t n st be the total population/expected cases. The expected may be calculated in different ways adjusting for various covariates such as age, gender, urbanicity, day-of-week or seasonal effects [2,17,18].…”
Section: The Univariate Scan Statisticmentioning
confidence: 99%