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http://dx.doi.org/10.5351/CKSS.2002.9.2.337

Construction of Optimal Designs for Blocked Complete Diallel Crosses  

Kim, Jin (Post Doc.)
Bae, Jong Sung (Information and Telecommunication Research Institute, Dept of Statistics, Chonnam University)
Han, Wean Sik (Farm Management Officer)
Kim, Seo Young (Dept of Statistics, Chonnam University)
Publication Information
Communications for Statistical Applications and Methods / v.9, no.2, 2002 , pp. 337-346 More about this Journal
Abstract
Complete diallel crosses using group divisible design with m=2 or n=2 and ${\lambda}_1$<${\lambda}_2$ as parameter designs become A-optimal, D-optimal designs. In case of ${\lambda}_2$=${\lambda}_1$+1, this blocked complete diallel crosses become generalized optimal designs.
Keywords
Group divisible design; blocked complete diallel crosses A-optimal; D-optimal; generalized optimal;
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