Abstract Saturated designs (SDs) and supersaturated designs (SSDs) are designs used at the primary stage of investigations when the number of factors equals or exceeds the number of runs. As… Click to show full abstract
Abstract Saturated designs (SDs) and supersaturated designs (SSDs) are designs used at the primary stage of investigations when the number of factors equals or exceeds the number of runs. As many factors in science and engineering are quantitative, this paper discusses an algorithm for constructing 3-level SDs and SSDs using cyclic generators. The E ( s 2 ) -lower bound and examples illustrating the use of these designs are given.
               
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