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Model-robust factorial design

A useful measure of the estimation capability of a design over a class of models is estimation capacity, which was introduced by Sun (1993) and then used by Li and Nachtsheim (2000) in a criterion for the construction of model-robust factorial designs. Estimation capacity (EC) is defined as... [Pg.208]

Addelman, S. (1962). Symmetrical and asymmetrical fractional factorial plans. Technometrics, 4, 47-58. Allen, T. T. and Bemshteyn, M. (2003). Supersaturated designs that maximize the probability of identifying active factors. Technometrics, 45, 92-97. Bingham, D. and Li, W. (2002). A class of optimal robust parameter designs. Journal of Quality Technology, 34, 244—259. Biswas, A. and Chaudhuri, P. (2002). An efficient design for model discrimination and ... [Pg.233]

Cheng, C. S., Steinberg, D. M., and Sun, D. X. (1999). Minimum aberration and model robustness for two-level fractional factorial designs. Journal of the Royal Statistical Society B, 61, 85-93. [Pg.233]

Validated scale-down model used to test robustness (via fractional factorial design), reuse and virus removal... [Pg.353]


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Factorial

Factorial design

Factories

Model designations

Models design

Models robust

Models robustness

Robust

Robust design

Robustness

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