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On the optimality of a class of minimal covering designs
Authors:B.K. Roy  K.R. Shah
Affiliation:University of Waterloo, Waterloo, Ontario, Canada N2L 3G1
Abstract:It is shown that the minimal covering designs for v=6t+5 treatments in blocks of size 3 are optimal w.r.t. a large class of optimality criteria. This class of optimality criteria includes the well-known criteria of A-, D- and E-optimality. It is conjectured that these designs are also optimal w.r.t. other criteria suggested by Takeuchi (1961).
Keywords:62K05  Steiner triple systems  Block designs  A-, D- and E-optimality
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