[1] Booth K H V, Cox D R. Some systematic supersaturated designs. Technometrics, 1962, 4: 489--495
[2] Box G E P, Hunter W G, Hunter J S. Statistics for Experimenters. New York: Wiley, 1978
[3] Den L Y, Tang B. Generalized resolution and minimum aberration criteria for Plackett-Burman and other
nonregular factorial designs. Statist Sinica, 1999, 9: 1071--1082
[4] Fang K T, Lu X, Winker P. Lower bounds for centered and wrap-around L2-discrepancies and construction of
uniform designs by threshold accepting. J Complexity, 2003, 19: 692--711
[5] Fang K T, Qin H. Uniformity pattern and related criteria for two-level factorials. Science in China Ser A, 2005, 48: 1--11
[6] Fries A, Hunter W G. Minimum aberration 2k-p designs. Technometric, 1980, 22: 601--608
[7] Hall M J W. Hadamard matrices of order 16. Research Summary, 1961, 1(16/10): 21--26
[8] Hickernell F J, Liu M Q. Uniform designs limit aliasing. Biometrika, 2002, 89: 893--904
[9] Lin D K J, Draper N R. Projection properties of Plackett and Burman designs. Technometrics, 1992, 34: 423--428
[10] Liu M Q, Fang K T, Hickernell F J. Connections among different criteria for asymmetrical fractional factorial
designs. Statist Sinica, 2006, 16: 1285--1297
[11] Ma C X, Fang K T. A note on generalized aberration factorial designs. Metrika, 2001, 53: 85--93
[12] Qin H. Characterization of generalized aberration of some designs in terms of their complementary designs. J Statist Plann Infer, 2003, 117: 141--151
[13] Qin H, Zhang S L, Fang K T. Constructing uniform designs with two- or three-level. Acta Mathematica Scientia,
2006, 26B: 451--459
[14] Suen C, Chen H, Wu C F J. Some identities on qn-m designs with application to minimum aberration designs.
Ann Statist, 1997, 25: 1176--1188
[15] Tang B. Theory of J-characteristics for fractional factorial designs and projection justification of minimum
G2-aberration. Biometrika, 2001, 88: 401--407
[16] Tang B X, Deng L Y. Minimum G2-aberration for nonregular fractional designs. Ann Statist, 1999, 27: 1914--1926
[17] Tang B X, Wu C F J. Characterization of minimum aberration $2^{n-k}$ designs in terms of their complementary designs. Ann Statist, 1996, 24: 2549--2559
[18] Xu H, Wu C F J. Generalized minimum aberration for asymmetrical fractional factorial designs. Ann Statist, 2001, 29: 549--560
[19] Zhang S L, Qin H. Minimum projection uniformity criterion and its application. Statistics & Probability Letters, 2006, 76: 634--640
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