[1]方开泰，马长兴著.  正交与均匀试验设计. 香港:香港浸会大学, 2000

[2]Hua L K, Wang Y. Applications of Number Theory to Numerical  Analysis. Berlin:Springer and Science Press,  1981

[3]Fang K T, Zhang J T. Criteria for uniform design. Technic al Report MATH002. Hong Kong: Hong Kong Baptist University, 1992

[4]方开泰. 均匀设计数论方法在试验设计中的应用. 概率统计通讯,  1978, 1: 56-97

[5]Jiang S, Chen R C.  Homogeneous designs of Latin square typ e. Applied Math,  1987, 2: 532-541

[6]Johnson M E, Moore L M,  Ylvisaker D. Minimax and maximi n distance disigns. J Statist Plann And Inference, 1990, 26: 131-148

[7]Niederreiter H. A quasiMonte Carlo method for the approximate compu tation of the extreme values of a function, Studies in Pure Mathematics  (To the  memory of  Paul Turán). Basel: Birkh
[AKa¨D]user,  1983, 523-529

[8]叶扶德,刘民千等. 均匀性的偏差度量.中国统计学报， 2000， 38（4）：353-373

[9]钱进. 均匀设计原理及自动实现. 武汉：华中工学院研究报告, 1983

[10]Fang K T,  Ma C X, Winker P.Centered L_2discrepancy of random sa mpling and latin hypercube design, and construction of uniform design. Math Com putation, 2002, 71:275-296