New Series for Construction of Second Order Rotatable Designs
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Second order Rotatable designs have good significance in response surface methodology. In this paper, two new seriesfor the construction the same using Binary Ternary Designs were presented with illustrated examples.
References
-
Bhatra Charyulu N. Ch.. A method for the construction of SORD. Bulletin of Pure and Applied Science, Mathematics and Statistics. 2006; 25E (1): 205-208.
Google Scholar
1
-
Bhatra Charyulu N. Ch. Second Order Group Divisible Designs. International Journal of Agricultural Statistical Sciences. 2009; 5(1): 189-193.
Google Scholar
2
-
Box GEP, Hunter JS. Multifactor experimental designs for exploring response surfaces. Annals of Mathematical Statistics. 1957; 28: 195-241.
Google Scholar
3
-
Nigam AK. Construction of balanced n-ary block designs and partially balanced arrays. Journal of the Indian Society of Agricultural Statistics. 1974; 26(2): 48-58.
Google Scholar
4