document: Uniform supersaturated design and its construction Supersaturated designs are factorial designs in which the number of main effects is greater than the number of experimental runs . In this paper , a discrete discrepancy is proposed as a measure of uniformity for supersaturated designs , and a lower bound of this discrepancy is obtained as , a benchmark of design uniformity . A construction method for uniform supersaturated designs via resolvable balanced incomplete block designs is also presented along with the investigation of properties of the resulting designs . The construction method shows a strong link between these two different kinds of designs
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