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Uniform design over a convex polyhedron
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chinese Science Bulletin》1999年 第2期44卷 112-114页
作者:FANG Kaitai , TIAN Guoliang XIE Minyu Hong Kong Baptist University, Kowloon, Hong Kong, china institute of applied mathematics, chinese academy of sciences, beijing 100080, china Central china Normal University, Wuhan 430070, chinaCorresponding author: Present address: Department of Probability and Statistics, Peking University, beijing 100871, chinaHong Kong Baptist University Hong Kong China Institute of Applied Mathematics Chinese Academy of Sciences Beijing China Central China Normal University Wuhan China 
A new method, called the simplex method, is proposed to generate the uniform design over a convex polyhedron in n-dimensional Euclidean
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On some tests-based projection pursuit for elliptical symmetry of a high-dimensional distribution
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chinese Science Bulletin》1998年 第6期43卷 450-458页
作者:JING Ping 1 and ZHU Lixing 2 1. mathematics Lab, china University of Mining & Technology, beijing 100083, china 2. Probability Lab, institute of applied mathematics, chinese academy of sciences, beijing 100080, chinaMathematics Lab China University of Mining & Technology Beijing China Probability Lab Institute of Applied Mathematics Chinese Academy of Sciences Beijing China 
Some test statistics of Kolmogorov type and Cramér-von Mises type based on projection pursuit technique are proposed for the testing problem of sphericity of a high-dimensional distribution. The limiting distribu...
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A predict-correct projection method for monotone variant variational inequalities
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chinese Science Bulletin》1998年 第15期43卷 1264-1267页
作者:HAN Qiaoming 1 and HE Bingsheng 2 1. institute of applied mathematics, chinese academy of sciences, beijing 100080, china 2. Department of mathematics, Nanjing University, Nanjing 210093, chinaInstitute of Applied Mathematics Chinese Academy of Sciences Beijing China Department of Mathematics Nanjing University Nanjing China 
A predict_correct projection method is presented for solving monotone variant variational inequalities, which could exploit the advantages and overcome the difficulties of both explicit and implicit projection methods.
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ON APPROXIMATION OF MAX n/2-UNCUT PROBLEM
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《Journal of Systems Science & Complexity》2003年 第2期16卷 260-267页
作者:XU Dachuan(institute of applied mathematics, academy of mathematics and Systems sciences, chinese. academy of sciences, beijing 100080, china)Institute of Applied Mathematics Academy of Mathematics ami Systems Sciences Chinese Aeailemy of Sciences 北京 100080 
Using outward rotations, we obtain an approximation algorithm for MAXn/2-UNCUT problem, i.e., partitioning the vertices of a weighted graph into two blocks of equalcardinality such that the total weight of edges that ...
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