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Spatial disease clusters: Detection and inference

Statistics in Medicine · 1995 · Vol. 14(8) · pp. 799–810
Martin KulldorffNeville Nagarwalla

Abstract

We present a new method of detection and inference for spatial clusters of a disease. To avoid ad hoc procedures to test for clustering, we have a clearly defined alternative hypothesis and our test statistic is based on the likelihood ratio. The proposed test can detect clusters of any size, located anywhere in the study region. It is not restricted to clusters that conform to predefined administrative or political borders. The test can be used for spatially aggregated data as well as when exact geographic co-ordinates are known for each individual. We illustrate the method on a data set describing the occurrence of leukaemia in Upstate New York.

Data-Driven Disease SurveillanceBayesian Methods and Mixture ModelsSmoking Behavior and CessationInferenceScan statisticCluster analysisComputer scienceStatisticLikelihood-ratio testData miningTest statisticSpatial analysisSet (abstract data type)

MeSH terms

Data Interpretation, StatisticalHumansLeukemiaMonte Carlo MethodNew YorkResidence CharacteristicsRiskIncidenceCluster AnalysisLikelihood Functions

Funding

  • New York State Department of Health
  • Vetenskapsrådet
Citations
1,606
FWCI
2.87
field-weighted impact
References
26
Percentile
90%
vs. same field & year
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References
Design of Experiments
BMJ · 1936 · 4,217 citations
The Interpretation of Statistical Maps
Journal of the Royal Statistical Society Series B (Statistical Methodology) · 1948 · 2,840 citations
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