Abstract
Experimenter has to minimize the number of design points in a design by identifying the effects of active factor combinations for efficient utilization of resources. Super-saturated design is a factorial design having the more number of factors than the number of design points. Several researchers have provided the constructions of supersaturated designs. In this paper, we construct a series of two level E( $$\hbox {s}^{2}$$ )-optimal super-saturated designs using partially balanced incomplete block designs.
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