[52] Funaoka, F., Saigo,
H., Sitter, R.R. and Toida, T. (2006), Bernoulli Bootstrap for Stratified
Multistage Sampling,
Survey Methodology, 32, No. 2, to appear, Dec 2006.
[51] Bingham, D.R.,
Sitter, R.R., Kelly, E., Moore, L. and Olivas, J.D. (2006), Factorial Designs
with Multiple Levels of Randomization,
Statistica Sinica, accepted.
[50] Linkletter, C.
and Sitter, R.R. (2006), Predicting Natural Gas Production in the Presence
of Reporting Delays,
Journal of Official Statistics. accepted
[48] Lu, W., Brick,
M. and Sitter, R.R. (2006), Algorithms for Constructing Combined Strata
Variance Estimators,
Journal of the American Statistical Association,
to appear, Dec 2006.
[47] Lin, C.D.,
Lu, W. and Sitter, R.R. (2006), Fast Approximately Balanced Bootstrap
without Construction,
Statistics and Probability Letters, 76, 1861-1872.
[46] Loeppky, J., Bingham,
D. and Sitter, R.R. (2006), Constructing Non-Regular Robust Parameter
Designs,
J. Statist. Plann. Inf. 136, 3710-3729.
[45] Saigo, H. and
Sitter, R.R. (2005), Jackknife Variance Estimation with Reimputation for
Randomly Imputed Survey
Data, Statistics and Proability Letters, 73,
321-331.
Submitted for Publication[42] Bingham, D.R., Schoen, E.D. and Sitter, R.R. (2004), Designing Fractional Factorial Split-Plot Experiments
with Few Whole-Plot Factors, Journal of the Royal Statistical Society Series C, 53, 325-339.[41] Miller, A. and Sitter, R.R. (2004), Choosing Columns from the 12-run Plackett-Burman Design, Statist. Prob Letters, 67, 193-201.
[40] Kim, J.K. and Sitter, R.R. (2003), Efficient Replication Variance Estimation for Two-phase Sampling," Statistica Sinica,
13, 641-653.
[39] Bingham, D.R. and Sitter, R.R. (2003), Fractional Factorial Split-Plot Designs for Robust Parameter Experiments,
Technometrics, 45, 80-89.[38] Lu, W. and Sitter, R.R. (2002), Multi-way Stratification by Linear Programming Made Practical,
Survey Methodology, 28, 199-207.[37] Sitter, R.R. and Wu, C. (2002), Efficient Estimation of Quadratic Finite Population Functions in the Presence of Auxiliary
Information, Journal of the American Statistical Association , 97, 535-543.[36] Loeppky, J. and Sitter, R.R. (2002), Analyzing Unreplicated Blocked Fractional Factorial and Fractional Factorial
Split-Plot Designs, Journal of Quality Technology, 34, 229-243.[35] Chen, J., Sitter, R.R. and Wu, C. (2002), Using Empirical Likelihood Methods to Obtain Range Restricted Weights in
Regression Estimators for Surveys, Biometrika, 89, 230-237.[34] Saigo, H., Shao, J. and Sitter, R.R. (2001), A Repeated Half-Sample Bootstrap and Balanced Repeated Replications for
Randomly Imputed Data, Survey Methodology, 27, 189-196.[33] Wu, C. and Sitter, R.R. (2001), Variance Estimation for the Finite Population Distribution Function with Complete Auxiliary
Information, Canadian Journal of Statistics, 29, 289-308.[32] Sitter, R.R. and Wu, C. (2001), A Note on Woodruffe Confidence Intervals for Quantiles, Statistics and
Probability Letters, 52, 353-358[31] Wu, C. and Sitter, R.R. (2001), A Model-Calibration Approach To Using Complete Auxiliary Information From Survey Data,
Journal of the American Statistical Association, 96, 185-193.[30] Miller, A. and Sitter, R.R. (2001), Using the Folded Over Twelve Run Plackett-Burman Design to Consider Interactions,
Technometrics, 43, 44-55.[29] Bingham, D.R. and Sitter, R.R. (2001), Design Issues in Fractional Factorial Split-Plot Experiments, Journal of Quality
Techology, 33, 2-15.[28] Chen, J., Rao, J.N.K. and Sitter, R.R. (2000), Adjusted Imputation for Missing Data in Complex Surveys, Statistica Sinica,
10, 1153-1169.[27] Bingham, D.R. and Sitter, R.R. (1999), Some Theoretical Results for Fractional Factorial Split-Plot Designs,
Ann. Statist., 27, 1240-1255.[26] Sitter, R.R. and Wu, C.F.J. (1999) Two Stage Design of Quantal Response Studies, Biometrics, 55, 396-402.
[25] Chen, J. and Sitter, R.R. (1999), A Pseudo Empirical Likelihood Approach to the Effective Use of Auxiliary Information
in Complex Surveys, Statistica Sinica, 9, 385-406.[24] Bingham, D.R. and Sitter, R.R. (1999), Minimum Aberration Two-Level Fractional Factorial Split-Plot Designs,
Technometrics, 41, 62-70.[23] Sitter, R.R. (1998), ``Balanced Repeated Replications and Orthogonal Multi-Arrays,'' Encyclopedia of Statistical Sciences,
Update Vol. 2, Ed. S. Kotz, C.B. Read and D.L. Banks, pages 46-50, John Wiley & Sons Inc.[22] Sitter, R.R., Chen, J. and Feder, M. (1997), Fractional Resolution and Minimum Aberration in Blocked Factorial Designs,
Technometrics, 39, 382-390.[21] Sitter, R.R. and Rao, J.N.K. (1997), Imputation for Missing Values and Corresponding Variance Estimation in Survey Data,
Canadian Journal of Statistics, 25, 61-73.[20] Sitter, R.R. (1997), Variance Estimation for the Regression Estimator in Two-Phase Sampling, Journal of the American
Statisticial Association, 92, 780-787.[19] Sitter, R.R. and Fainaru, I. (1997), Optimal Designs for the Logit and Probit Models for Binary Data, Canadian Journal
of Statistics, 25, 175-189.[18] Sitter, R.R. and Forbes, B. (1997), Optimal Two-Stage Designs for Binary Response Experiments, Statistica Sinica,
7, 941--956.[17] Rao, J.N.K. & Sitter, R.R. (1997), ``Variance Estimation Under Stratified Two-Phase Sampling with Applications to
Measurement Bias,'' Survey Measurement and Process Quality: Wiley Series in Probability and Statistics,
(Ed. L. Lyberg, P. Biemer, M Collins, E. de Leeuw, C. Dippo, N. Schwarz and D. Trewin), pages 753-768,
John Wiley & Sons Inc.[16] Shao, J. and Sitter, R.R. (1996), Bootstrap for Imputed Survey Data, Journal of the American Statistical
Association, 91, 1278-1288.[15] Rao, J.N.K. and Sitter, R.R. (1996), Comment on ``Resampling Methods in Sample Surveys'' Statistics, 27, 246-247.
[14] Rao, J.N.K, and Sitter, R.R. (1995), Variance Estimation Under Two-phase Sampling with Application to Imputation
for Missing Data, Biometrika, 82, 453-460.[13] Sitter, R.R. and Torsney, B. (1995), Optimal Designs for Binary Response Experiments with Two Design Variables,
Statistica Sinica, 5, 405-419.[12] Sitter, R.R. and Torsney, B. (1995), D-Optimal Designs for Generalized Linear Models, In C.P. Kitsos and W.G. Muller,
editors, MODA4-Advances in Model Oriented Data Analysis, Refereed Proceedings of the 4th Conference on Model
Oriented Data Analysis, Spetses, Greece, June 1995, pages 87-102, Physica-Verlag Heidelberg, 1995.[11] Sitter, R.R. and Skinner, C.J. (1994), Multi-way Stratification by Linear Programming, Survey Methodology, 20, 65-73.
[10] Sitter, R.R. and Wu, C.F.J. (1993), On the Accuracy of Fieller Intervals for Binary Response Data, Journal of the
American Statistical Association, 88, 1021-1025.[9] Sitter, R.R. (1993), Balanced Repeated Replications Based on Orthogonal Multi-Arrays, Biometrika, 80, 211-221.
[8] Sitter, R.R. and Wu, C.F.J. (1993), Optimal Designs for Binary Response Experiments: Fieller, D, and A Criteria,
Scandinavian Journal of Statistics, 20, 329-342.[7] Chen, J. and Sitter, R.R. (1993), Edgeworth Expansions and the Bootstrap for Stratified Sampling Without Replacement
from a Finite Population, Canadian Journal of Statistics, 21, 347-357.[6] Miller, A., Sitter, R.R., Wu, C.F.J. and Long, D. (1993), Are Large Taguchi-Style Experiments Necessary? A Reanalysis
of Gear and Pinion Data, Quality Engineering, 6, 21-37.[5] Sitter, R.R. (1992), A Resampling Procedure For Complex Survey Data, Journal of the American Statistical Association,
87, 755-765.[4] Sitter, R.R. (1992), Robust Designs for Binary Data, Biometrics, 48, 1145-1156.
[3] Sitter, R.R. (1992), Comparing Three Bootstrap Methods For Survey Data, Canadian Journal of Statistics, 20, 135-154.
[2] Sitter, R.R., Hanrahan, L., Demets, D. and Anderson, H. (1990), A Monitoring System To Detect Increased Cancer Incidence
Rates, American Journal of Epidemiology, Vol. 132, Suppl. 1, S123-S130.[1] Petkau, A.J. and Sitter, R.R. (1989), Models For Quantal Response Experiments Over Time, Biometrics, 45, 1299-1308.
[53] Dohrmann, S., Lu,
W., Park, I., Sitter, R.R. and Curtin, L.R. (2005), Variance Estimation to
Protect Confidentiality
in the National Health and Nutrition Examination Surveys,
submitted to Journal of Official Statistics.
[54] Lin, C.D.
and Sitter, R.R. (2006), Isomorphism of Fractional Factorial Designs, submitted
to Journal of Statistical Planning
and Inference.
[55] Bingham, D., Sitter, R.R. and Tang, B. (2006),
Orthogonal and Nearly Orthogonal Designs for Computer Experiments, submitted
to
Biometrika.
[56] Lu, W.W.
and Sitter, R.R. (2006), Disclosure Risk and Replication-Based Variance Estimation,
submitted to Statistica Sinica.