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Original Articles

On the construction of hypercubic design

Pages 3365-3371 | Received 01 Nov 1987, Published online: 27 Jun 2007

References

  • Aggarwal , K. R. 1974 . Some Higher- class PBIB Designs and Their Applications As Confounded Factorial Experiments . Ann. Inst. Statist. Math , 26 : 315 – 323 .
  • Hinkelmann , K. 1964 . Extended Group Divisible Partially Balanced Incomplete Block Designs . Ann. Math. Statist , 35 : 681 – 695 .
  • Hinkelmann , K. and Kempthorne , O. 1963 . Two Classes of Group Divisible Partial Diallel Crosses . Biometrika , 50 : 281 – 291 .
  • John , P. W. M. Incomplete Block Design , Marcel Dekker Inc .
  • Kageyama , S. 1974 . On the Reduction of Associate Classes for PBIB Design of a Certain Generalized Type . Ann. Statist , 2 : 1346 – 1350 .
  • Kshirsager , A. M. 1966 . “ Balanced Factorial Designs ” . In J. Roy. Statist. Soc , B Vol. 29 , 559 – 569 .
  • Kurkjian , B. and Zelen , M. 1962 . A Calculus for Factorial Arrangements . Ann. Math. Statist , 33 : 600 – 619 .
  • Kurkjian , B. and Zelen , M. 1963 . Biometrika , 50 : 63 – 73 . I.Block and Direct Product Designs
  • Shah , B. V. 1958 . On Balancing in Factorial Experiments . Ann. Math. Statist , 29 : 766 – 779 .
  • Shah , B. V. 1955 . Balanced Factorial ExperimenstPlans for Mixed Factorial Designs . Ann. Math.Statist , 26 : 420 – 438 .

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