Generating generalized cyclic designs with factorial balance |
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| Authors: | Sudhir C. Gupta |
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| Affiliation: | Division of Statistics Department of Mathematical Sciences , Northern Illinois Univenity , DeKalb, IL, 60115 |
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| Abstract: | An algorithm for generating paired comparison factorially balanced generalized cyclic designs is described. The algorithm is based upon the 2 n ? 1 class association scheme defined by Shah (1960) for n-factor experiments. The algorithm is highly successful in achieving its objective. Firstorder designs with block size greater than two can also be obtained using the algorithm. |
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| Keywords: | Paried comparison design binary number association scheme eigenvalue generalized cyclic design PBIB design first-order design |
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