Some New Series of Partially Balanced Residual Treatment Effects Designs |
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Authors: | M L Aggarwal Mithilesh Kumar Jha |
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Institution: | 1. Department of Mathematical Sciences , The University of Memphis , Memphis , Tennessee , USA maggarwl@memphis.edu;3. Department of Statistics , University of Delhi , Delhi , India |
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Abstract: | Blaisdell and Raghavarao (1980
Blaisdell , E. A. ,
Raghavarao , D. ( 1980 ). Partially balanced change-over designs based on m-associate class PBIB designs . JRSS B 42 : 334 – 338 . Google Scholar] 1985
Blaisdell , E. A. ,
Raghavarao , D. ( 1985 ). Efficiency bounds for partially balanced change-over designs based on m-associate class PBIB designs . JRSS B 47 : 132 – 135 . Google Scholar]) introduced partially balanced residual treatment effects designs and gave methods of construction of these designs. They also gave efficiencies for the estimated direct and residual elementary treatment contrasts of these designs. In this paper, we construct some new series of partially balanced residual treatment effects designs and also give their efficiencies for the estimated direct and residual elementary treatment contrasts. |
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Keywords: | Direct effects Residual effects Partially balanced designs |
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