Please refer to my individual page above for the complete publication list.
Corresponding authors (通讯作者) are marked by *
Li Y., Zhang Y.,Xiao, Q.*& Wu J. (2025), Noise Resistant Control Charts for Detecting Periodicity from Correlation, Technometrics,67(3), 451-463.
Wang Y, Liu S, &Xiao, Q.*(2025+), Optimal design of experiment with quantitative-sequence factors, SCIENTIA SINICA Mathematica(中国科学数学),published online.English version;Chinese version.
Zhao, Q.,Xiao, Q., Mandal, A., & Sun, F.* (2025). Optimal Designs for Order-of-Addition Two-Level Factorial Experiments, Technometrics,67(4), Pages 716-724.
Xiao, Q., Wang, Y., Mandal, A. & Deng, X.* (2024),Modeling and active learning for experiments with quantitative-sequence factors, Journal of the American Statistical Association, 119: 407-421.
Wang, Y., Liu, S., &Xiao, Q.*(2024),Construction of Orthogonal-MaxPro Latin Hypercube Designs, Journal of Quality Technology, 56(4):342-354.
Xiao, Q., Joseph V. R.*, & Ray. D. M. (2023),Maximum one-factor-at-a-time designs for screening in computer experiments, Technometrics, 65(2), 220–230.
Li, Y., Pu, Y., Chang, C. &Xiao, Q.* (2023), A Scalable Gaussian Process for Large-Scale Periodic Data,Technometrics, 65(3), 363–374.
Xiao, Q., Mandal, A., Lin, C. D. & Deng, X.* (2021),EzGP: Easy-to-interpret Gaussian Process models for computer experiments with both quantitative and qualitative factors, SIAM-ASA Journal on Uncertainty Quantification, 9(2), 333-353.
Xiao, Q., Wang, L., & Xu, H.* (2019), Application of kriging models for a drug combination experiment on lung cancer,Statistics in Medicine, 38, 236-246.
Wang, L.,Xiao, Q.& Xu, H.* (2018),Optimal maximin L_1-distance Latin hypercube designs based on good lattice point designs, The Annals of Statistics, 46(6B), 3741–3766.
Xiao, Q., & Xu, H.* (2018), Construction of maximin distance designs via level permutation and expansion,Statistica Sinica, 28, 1395-1414.
Xiao, Q., & Xu, H.* (2017), Construction of maximin distance Latin squares and related Latin hypercube designs,Biometrika, 104, 455–464.