A Note on the Construction of TORDs Using t-Designs
摘要
The family of t-designs is one the most important family of statistical designs. These designs can be used to construct other significant designs. In this paper, an attempt has been made to construct Third Order Rotatable Designs (TORDs) in both symmetric and asymmetric levels using t-designs of unequal set sizes, i.e. UE-t designs. In most cases, the obtained design has lesser run size than third-order designs already in existence. A list of proposed classes of designs has been presented along with their G-efficiency.