CONSTRUCTION OF THE UNIQUE SATURATED RESOLUTION V DESIGN IN 256 RUNS.
WISCONSIN UNIV MADISON DEPT OF STATISTICS
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The paper investigates the problem of how many variables can be accommodated in a 2 sub v k-p design in 256 runs. The problem is solved through the application of methods given by the authors in a previous paper Draper and Mitchell 1966 to the particular case R 5, q k - p 8. The problem of obtaining optimally blocked designs for each value of k is also solved. Author
- Statistics and Probability