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dc.contributor.authorFrisén, Marianne
dc.date.accessioned2011-02-10T12:15:42Z
dc.date.available2011-02-10T12:15:42Z
dc.date.issued2002-02-01
dc.identifier.issn0349-8034
dc.identifier.urihttp://hdl.handle.net/2077/24424
dc.description.abstractDifferent criteria of optimality are used in different subcultures of statistical surveillance. One aim with this review is to bridge the gap between the different areas. The shortcomings of some criteria of optimality are demonstrated by their implications. Some commonly used methods are examined in detail, with respect to optimality. The examination is made for a standard situation in order to focus on the inferential principles. A uniform presentation of methods, by expressions oflikelihood ratios, facilitates the comparisons between methods. The correspondences between criteria of optimality and methods are examined. The situations and parameter values for which some commonly used methods have optimality properties are thus determined. A linear approximation of the full likelihood ratio method, which satisfies several criteria of optimality, is presented. This linear approximation is used to examine when linear methods are approximately optimal. Methods for complicated situations are reviewed with respect to optimality and robustness.sv
dc.format.extent61sv
dc.language.isoengsv
dc.publisherUniversity of Gothenburgsv
dc.relation.ispartofseriesResearch Reportsv
dc.relation.ispartofseries2002:2sv
dc.subjectChange-pointsv
dc.subjectControl chartsv
dc.subjectCUSUMsv
dc.subjectEWMAsv
dc.subjectLikelihood ratiosv
dc.subjectMonitoringsv
dc.subjectQuality controlsv
dc.subjectRepeated decisionssv
dc.subjectShewhartsv
dc.subjectStatistical process controlsv
dc.subjectStopping rulesv
dc.titleStatistical surveillance. Optimality and methods.sv
dc.typeTextsv
dc.type.svepreportsv


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