THE USE OF A CLASS OF FOLDOVER DESIGNS AS SEARCH DESIGNS |
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| Authors: | Neil T. Diamond |
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| Affiliation: | Victoria University of Technology;Efficiency, Quality and Reliability Management Centre, Victoria University of Technology, Footscray Institute of Technology, PO Box 64, Footscray, Vic. 3011, Australia. |
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| Abstract: | It is shown that members of a class of two-level nonorthogonal resolution IV designs with n factors are strongly resolvable search designs when k, the maximum number of two-factor interactions thought possible, equals one; weakly resolvable when k = 2 except when the number of factors is 6; and may not be weakly resolvable when k≥ 3. |
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| Keywords: | Fractional factorial designs nonorthogonal designs resolution IV designs search designs |
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