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Journal of Applied Statistics Volume 22, 1995 - Issue 3

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Original Articles

Slope rotatability over all directions designs

Lisa H. Ying Exxon Chemical Co, Linden, NJ

Friedrich Pukelsheim Institut fur Mathematik, Universitat Augsburg

Norman R. Draper Department of Statistics, University of Wisconsin

Pages 331-341 | Published online: 05 Jun 2011

Cite this article
https://doi.org/10.1080/757584723

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Bose , R. C. and DRAPER , N. 1959 . Second order rotatable designs in three dimensions . Annals of Mathematical Statistics , 30 : 1097 – 1112 .
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Box , G. E. P. and DRAPER , N. R. 1987 . Empirical Model Building and Response Surfaces , New York : Wiley .
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Draper , N. R. and HERZBERG , A. M. 1968 . Further second order rotatable designs . Annals of Mathematical Statistics , 39 : 1995 – 2000 .
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Hader , R. J. and PARK , S. H. 1978 . Slope-rotatable central composite designs . Technometrics , 20 : 413 – 417 .
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Hartley , H. O. 1959 . Smallest composite designs for quadratic response surfaces . Biometrics , 15 : 611 – 624 .
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Park , S. H. 1987 . A class of multifactor designs for estimating the slope of response surfaces . Technometrics , 29 : 449 – 453 .
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Roquemore , K. G. 1976 . Hybrid designs for quadratic response surfaces . Technometrics , 18 : 419 – 423 .
Web of Science ®Google Scholar

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