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International Journal of Statistika and Mathematika, ISSN: 2277- 2790 E-ISSN: 2249-8605

Volume 3, Issue 2, 2012 pp 61-64

Research Article

MV- Optimality of Nearest Neighbour Balanced Block Designs Using first order and Second Order Correlated Models

B. Ruban Raja1, C. Santharam2 and Ramesh kumar3

1,2,3 Department of statistics, Loyola College, Chennai – 600034 (TN) INDIA.

Academic Editor:  Dr. Dase R.K.

Linked References

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    2. Fedorov, V.V., Theory of optimal experiments. Academic press, 1972.
    3. Kiefer, J., Construction and optimality of generalized youden designs. In: J., 1975.
    4. Lee, K. Y. and Jacroux, M., Some sufficient conditions for the E- and MV- optimality of block designs having blocks of unequal size. Ann. Inst. Statist. Math., 39, 385-397, 1987.
    5. Rady, E.A., Abd El-Monsef, M.M.E and Seyam, M.M: Relationships among several optimal criteria.
    6. Rees, D. H., Some designs of use in serology. Biometrics, 23, 779–791, 1967.
    7. Santharam, C., Ponnusamy, K.N and Chandrasekar, B., Universal optimality of nearest neighbour balanced block designs using ARMA models. Biometrical.J. 38, 725 – 730, 1996.
    8. Santharam, C., and Ponnusamy, K.N., On the efficiencies of nearest neighbour balanced block designs with correlated error structure.  Biometrical J. 39,  85 – 89, 1997.
    9. Uddin, N., MV – optimal designs for three treatment when observations are correlated. The Indian Journal of Statistics. 70-B, 113 – 120, 2008.
    10. Uddin, N., 2008a: Optimal block designs for three treatments when observations are correlated. J.Statist.Plann.Inference. 138, 1960 – 1966.
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