AI Mingyao
Phone :86-10-62753480
Office :1526E


Ph.D, Construction Theory for Fractional Factorial Designs, Nankai University, Tianjin, China, 2003.

M.S, Admissibility of Linear Estimates of Random Regression Coefficients and Parameters in Multivariate Linear Models, Central China Normal University, Wuhan, China, 1991.

B.S, Dept. of Math, Central China Normal University, Wuhan, China, 1988.

Research Interests

Design and analysis of experiments, Computer experiments, High-dimensional data analysis, Applied statistics and probability

Selected Publications

  • Wei Zheng; Mingyao Ai; Kang Li. “Identification of universally optimal circular designs for the interference model.” Annals of Statistics, (2017).
  • Mingyao Ai; Xiangshun Kong;  Kang Li. “A general theory for orthogonal array based Latin hypercube designs. ” Statistica Sinica 26, (2016).
  • Mingyao Ai; Bochuan Jiang; Kang Li. “Construction of sliced space-filling designs based on balanced sliced orthogonal arrays.” Statistica Sinica 24, (2014).
  • Qian, Z.G. Peter; Mingyao Ai. “Nested lattice sampling: A new sampling scheme derived by randomizing nested orthogonal arrays.” Journal of the American Statistical Association 105, (2010).