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Original Articles

Near Minimal Resolution IV Designs for the sn Factorial Experiment

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Pages 331-336 | Published online: 09 Apr 2012

REFERENCES

  • Anderson , D. A. and Thomas , A. M. 1975 . Near minimal resolution IV designs for the sn factorial , College of Commerce and Industry, University of Wyoming . Research Paper No. 81
  • Anderson , D. A. and Thomas , A. M. 1975 . Resolution IV foldover designs for the sn factorial experiment , College of Commerce and Industry, University of Wyoming . Research Paper No. 69
  • Banerjee , K. S. and Federer , W. T. 1967 . On a special subset giving an irregular fractional replicate of a 2n factorial experiment . J. Roy. Statist. Soc, B , 29 : 292 – 299 .
  • Birkes , David and Seely , Justus . 1976 . Three-way classification designs of resolutions III, IV, and V. Tech , Department of Statistics, Oregon State University . Report No. 50
  • Box , G. E. P. and Hunter , J. S. 1961 . The 2K-p fractional factorial designs, I and II . Technometrics , 3 : 311 – 351 . 449 – 458 .
  • Box , G. E. P. and Wilson , K. B. 1951 . On the experimental attainment of optimum conditions . J. Roy. Statist. Soc. B , 13 : 1 – 45 .
  • John , P. W. M. 1962 . Three-quarter replicates of 2n designs . Biometrics , 18 : 172 – 184 .
  • Margolin , B. H. 1969 . Resultson factorial designs of resolution IV for the 2n and 2n3n series . Technometrics , 11 : 431 – 444 .
  • Margolin , B. H. 1969 . Resolution IV fractional factorial designs . J. Roy. Statist. Soc, B , 31 : 514 – 523 .
  • Mitchell , T. J. 1974 . Computer construction of “D-optimal” first-order designs . Technometrics , 16 : 211 – 220 .
  • Searle , S. R. 1971 . Linear Models. , NewYork : John Wiley and Sons, Inc .
  • Srivastava , J. N. and Anderson , D. A. 1970 . Optimal fractional factorial plans for main effects orthogonal to two-factor interactions: 2nseries . J. Amer. Statist. Assoc , 65 : 823 – 843 .
  • Webb , S. R. 1968 . Non-orthogonal designs of even resolution . Technometrics , 10 : 291 – 300 .

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