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Titel
Unreplicated fractional factorials, analysis with the half-normal plot and randomization of the run order / Joachim Kunert, Adrian Wilk
VerfasserKunert, Joachim ; Wilk, Adrian
Erschienen[Dortmund] : SFB 823, 2011
Ausgabe
Elektronische Ressource
Umfang1 Online-Ressource : Diagramme
SerieDiscussion paper ; Nr. 38 (2011)
SchlagwörterStochastik / Faktorielle Versuchsplanung / Randomisierung
URNurn:nbn:de:hbz:6:2-1310831 
DOI10.17877/DE290R-2175 
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Unreplicated fractional factorials, analysis with the half-normal plot and randomization of the run order [0.34 mb]
Zusammenfassung

There is an ongoing discussion whether it is wise to randomize the run order of a factorial experiment if there is concern about a possible time trend in the experiment. It can be argued that a randomized order is not very effective because the trend inflates the error. Some authors even criticize that a randomized order will normally not be orthogonal to trend, they claim that therefore there will be bias under the randomized order. On the other hand, a systematic order will only be useful if the true trend is behaving as is predicted by the model. The present paper investigates the properties of different run order strategies in a simulation study with unreplicated factorial designs. We check to which extend the presence of a time trend might inflate the probability of false rejection of a true nullhypothesis, and we compare the power of significance tests based on the half-normal plot under the various run order concepts.

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