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In this paper, the minimum aberration criterion is extended for choosing blocked fractional factorial designs.
The two criteria suggested are a minimum aberration criterion and a maximal rank-minimum aberration criterion as applied to the combined designs which can be obtained by using different foldovers of the initial design.
For large fractional factorial designs, the most appropriate minimum aberration criterion was one proposed by Cheng and Wu (2002).
According to the structure of alias pattern and the hierarchical principles on treatment and block effects, a minimum aberration criterion for selecting blocked fractional factorial designs is studied.
29, 1066 1077] for an arbitrary fractional factorial design allows one to extend the use of the minimum aberration criterion to such designs.
The existing frequentist methods try to combine treatment and block wordlength patterns and apply minimum aberration criterion to find the optimal design.
Similar(49)
Relations between the (M,S) criterion and generalized minimum aberration criteria on nonregular designs are also discussed.
An important connection between the (M,S) and minimum aberration criteria is derived for regular fractional factorial designs.
In this paper, we give a modification of the well-known minimum aberration (MA) criterion for finding "good" regular 2m−k fractional factorial designs.
The minimum moment aberration criterion proposed by Xu (2003) is used to judge the optimality of the designs.
Motivated by the relationship, we define a weighted wordtype pattern and a minimum weighted aberration criterion to compare orthogonal arrays of the same parameters.
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