Journal of Statistics: Advances in Theory and Applications[1] G. J. Babu and K. Singh, Inference on means using the bootstrap,
The Annals of Statistics 11 (1983), 999-1003.
[2] G. J. Babu and K. Singh, On one term Edgeworth correction by
Efrons bootstrap, Sankhya 46, Ser. A (1984), 219-232.
[3] C. Benski, Applicability of nine numerical techniques for
detecting active factors in unreplicated experimental designs, ASA
Proceedings of the Statistical Computing Section, 214-217, American
Statistical Association (Alexandria, VA) CISid: 154639 (1994).
[4] R. N. Bhattacharya and M. Qumsiyeh, Second order and 
comparison between the bootstrap and
empirical Edgeworth expansion methodologies, Ann. Stat. 17 (1989),
160-169.
[5] P. J. Bickel and D. A. Freedman, On Edgeworth expansions for the
bootstrap, Unpublished (1980).
[6] G. Box and J. Hunter 
The Fractional Factorial Designs,
Technometrics 3(311-351) (1961), 449-458.
[7] G. Box, W. Hunter and J. Hunter, Statistics for Experiments, John
Wiley, New York, 1978.
[8] G. Box and D. Meyer, An analysis for unreplicated fractional
factorials, Technometrics 28(1) (1986), 11-18.
[9] C. Daniel, Using of half normal plots in interpreting factorial
two-level experiments, Technometrics 1 (1959), 311-341.
[10] C. Daniel, Applications of Statistics to Industrial
Experimentation, John Wiley, New York, 1976.
[11] O. Davis, The Design and Analysis of Industrial Experiments,
Oliver and Boyd, London, 1954.
[12] N. Draper and D. Stoneman, Estimating missing values in
unreplicated two-level factorial and fractional factorial designs,
Biometrics (1964), 443-458.
[13] B. Efron, Bootstrap methods: Another look at Jacknife, The Annals
of Statistics 7 (1979), 1-26.
[14] S. Lahiri, Bootstrapping M-estimators of a multiple linear
regression parameter, The Annals of Statistics 20(3) (1992),
1548-1570.
[15] J. La Pena and D. La Pena, A simple method to identify
significant effects in unreplicated two-level factorials, Comm. Stat.
Theory and Methods 21 (1992), 1383-1403.
[16] R. Lenth, Quick and easy analysis of unreplicated factorials,
Technometrics 31 (1989), 469-473.
[17] M. Qumsiyeh, Bootstrapping and empirical Edgeworth expansions in
multiple linear regression models, Comm. Stat. Theory and Methods
23(11) (1994), 3227-3239.
[18] M. Qumsiyeh and G. Shaughnessy, Using the Bootstrap to Select
Active Factors in Unreplicated Factorial Experiment, JSM Proceedings,
Statistical Computing Section, American Statistical Association,
Alexandria, VA, 2008.
[19] P. Shearer, Missing data in quantitative designs, Applied
Statistics 22 (1973), 135-140.
[20] K. Singh, On the asymptotic accuracy of Efron’s bootstrap,
The Annals of Statistics 9 (1981), 1187-1195.
[21] G. Tagushi and Y. Wu, Introduction to Off-line Quality Control,
Central Japan Quality Control Association, Nagoya, Japan, 1980.
[22] D. Voss, Generalized moulus-ratio test for analysis of fractional
designs with zero degrees of freedom for error, Comm. Stat. Theory and
Methods 17 (1988), 3345-3359.
[23] G. Wilkinson, Estimation of missing values for the analysis of
incomplete data, Biometrica 14 (1958), 257-286.
[24] G. Wilkinson, A general recursive procedure for analysis of
variance, Biometrica 57 (1970), 19-46.
