Abraham, B., and Chipman, H. (1999).
Some risks in the construction and analysis of supersatured designs.
Technometrics 41, 135-141.
Addelman, S. (1962).
Orthogonal main-effect plans for analytical factorial experiments.
Technometrics 4, 489-495.
Aggarwal, M. L., and Gupta, S. (2002).
A new of construction of multi-level supersaturated design.
Journal of statistical planning and inference.
Booth, K. H. V., and Cox, D. R. (1962).
Some systematic supersaturated designs.
Technometrics 4, 489-495.
Catterjee, K., and Gupta, S. (2003).
Construction of supersaturated designs involvings-level factors.
Journal of statistical planning and inference 113, 589-595.
Cela, R., Martinez, E., and Carro, A. M. (2000).
Supersaturated experimental designs. New approaches to building and using it part1. Building optimal supersaturated desings by means of evolutionary algorithms. Chemometrics and intelligent laboratory systems 52, 167-182.
Chen, J., and Lin, D. K. J. (1998).
On the identifiability of a supersaturated design.
Journal of statistical planning and inference 72, 99-107.
Cheng, C. S. (1997).
E(s2)-optimal Supersaturated designs.
Statistica Sinica 7, 929-939.
Dejaegher, B., Smeyers-Verbeke, J., and Heyden, Y. V. (2005).
The variance of screening and supersaturated design results as a measure for method robustness.
Analytica Chimica Acta 544, 268-279.
Deng, L.-Y., Lin, D. K. J., and Wang, J. (1999).
A resolution rank criterion for supersaturated designs.
Statistica Sinica 9, 605-610.
Fang, K.-T., Ge, G., Liu, M.-Q., and Qin, H. (2004).
Combinatorial constructions for optimal supersaturated designs.
Discrete mathematics 279, 191-202.
Fang, K.-T., Lin, D. K. J., and Liu, M.-Q. (2003).
Optimal Mixed-Level Supersaturated Design and Computer Experiment.
Metrika 58, 279-291.
Fang, K.-T., Lin, D. K. J., and Ma, C.-X. (2000).
On the constrution of multi-level supersaturated designs.
Journal of statistical planning and inference 86, 239-252.
Fang, K.-T., Lin, D. K. J., and Qin, H. (2003).
A note on optimal foldover design
Statistics & probability letters 62, 245-250.
Georgiou, S., Koukouvinos, C., and Mantas, P. (2003).
Constrution methods for three-level supersaturated design based on weighing matrices. Statistica & Probability letters 63, 339-352.
Koukouvinos, C., and Stylianou, S. (2004).
Optimal multi-level supersaturated designs constructed from linear and quadratic functions.
Statistics & probability letters 69, 199-211.
Li, P. F., Liu, M. Q., and Zhang, R. C. (2004).
Some theory and the construction of mixed level supersaturated designs.
Statistics & Probability letters 69, 105-116.
Lin, D. K. J. (1993).
A New class of Supersaturated designs.
Technometrics 35, 28-31.
Lin, D. K. J. (1995).
Generating systematic supersaturated designs.
Technometrics 37, 213-225.
Lin, R. L. a. D. K. J. (2003).
Analysis Methods for supersaturated design: Some Comparisons.
Journal of Data Science 1, 249-260.
Liu, M.-Q., and Zhang, R. (2000).
Construction of E(s2)optimal supersaturated design using cyclic BIBDs.
Journal of Statistical Planning and Inference 91, 139-150.
Liu, Y., and Dean, A. (2004).
Circulant Supersaturated Designs.
Technometrics 43, 32-42.
Liu, Y., Ruan, S., and M.Dean, A. (2005).
Construction and analysis of E(s2) efficient supersaturated designs.
Journal of Statistical Planning and Inference (accepted).
Lu, X., Hu, W., and Zheng, Y. (2003).
A systematical procedure in the construction of multi-level supersaturated design.
Journal of Statistical Planning and Inference 115, 287-310.
Lu, X., and Meng, Y. (2000).
A new method in the construction of two-level supersaturated design.
Journal of Statistical Planning and Inference 86, 229-238.
Lu, X., and Wu, X. (2004).
A Strategy of Searching Active Factors in Supersaturated Screening Experiments.
J. Quality Technology 36, 392-399.
Nguyen, N.-K. (1996).
An Algorithmic Approach to Constructing Supersaturated Designs.
Technometrics 38, 69-73.
Satterwaithe, F. (1959).
Random balance experimentation (with discussion).
Technometrics 1, 111-137.
Tang, B., and Wu, C. F. J. (1997).
A method for constructing supersatured designs and its E(s2) optimality.
Canadian J. Statist. 25, 191-201.
Westfall, P. H., Young, S. S., and Lin, D. K. J. (1998).
Forward selection error control in the analysis of supersatured designs.
Statistica Sinica 8, 101-117.
Xu, H. (2003). Minimum moment aberration for non regular designs and supersaturated designs.
Statistica Sinica 13, 691-708.
Xu, H., and Wu, C. F. J. (1993).
Construction of optimal multi-level supersaturated designs.
Biometrika 80, 69-73.
Xu, H., and Wu, C. F. J. (2001).
Generalized minimum aberrationfor asymetrical fractional factorial designs.
Annals of Statistics 29, 1066-1077.
Xu, H., and Wu, C. F. J. (2005).
Construction of optimal multi-level supersaturated designs.
Annals of Statistics 33, 2811-2836.
Yamada, S., Ikebe, Y. T., Hashiguchi, H., and Niki, N. (1999).
Construction of three-level supersaturated design.
Journal of Statistical Planning and Inference 81, 183-193.
Yamada, S., and Lin, D. K. J. (1997).
Supersaturated designs including an orthogonal base.
Canadian J. Statist. 25, 203-213.
Yamada, S., and Lin, D. K. J. (1999).
Three-level supersaturated design.
Statistics & Probability letters 45, 31-39.
Yamada, S., Matsui, M., Matsui, T., Lin, D. K. J., and Takahashi, T. (2004).
A general construction method for mixed level supersaturated design.
Computational Statics & Data Analysis.
Yamada, S., and Matsui, T. (2002).
Optimality of mixed-level supersaturated designs.
J. Statist. Plann. Interference 104, 459-468.