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ZHANG Xiao-qin, ZHANG Ying-shan, MAO Shi-song. Statistical analysis of 2-level orthogonal saturated designs:the procedure of searching zero effects(Chinese)[J]. Journal of East China Normal University (Natural Sciences), 2008, (1): 51-59.
Citation:
ZHANG Xiao-qin, ZHANG Ying-shan, MAO Shi-song. Statistical analysis of 2-level orthogonal saturated designs:the procedure of searching zero effects(Chinese)[J]. Journal of East China Normal University (Natural Sciences), 2008, (1): 51-59.
ZHANG Xiao-qin, ZHANG Ying-shan, MAO Shi-song. Statistical analysis of 2-level orthogonal saturated designs:the procedure of searching zero effects(Chinese)[J]. Journal of East China Normal University (Natural Sciences), 2008, (1): 51-59.
Citation:
ZHANG Xiao-qin, ZHANG Ying-shan, MAO Shi-song. Statistical analysis of 2-level orthogonal saturated designs:the procedure of searching zero effects(Chinese)[J]. Journal of East China Normal University (Natural Sciences), 2008, (1): 51-59.
The difficulty of analyzing orthogonal saturated designs is that there are no degrees of freedom to estimate the error variance, so that the ordinary ANOVA is no more available. The paper proposes a new method to identify the number of the effect parameters which is equal to zero, namely the Procedure of Searching Zero Effects. This proposed method is based on the mean of the order statistics. Consequently, the error variance is estimated and the active effects are identified.
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