艾明要，男，现任北京大学数学科学院副教授、博士生导师，同时担任统计学教研室主任。他的研究方向主要集中在试验设计与分析、计算机试验以及多元分析应用统计。艾明要还是全国应用统计专业学位研究生教育指导委员会的委员。
人物经历
2005.02-今，Mathematical Reviews，Reviewer
2006.11-今，中国数学会概率统计学会，副秘书长
2009.08-今，中国现场统计研究会，副秘书长
2009.11-今，中国现场统计研究会试验设计专业委员会，副主任
2012.01-今，Journal of Statistical Planning and Inference (JSPI)，Associate editor
2012.05-今，STAT (electronic journal of the International Statistical Institute)，Associate editor
2012.08--2014.08，2012 IMS China Committee，Elected member
主讲课程
主要贡献
科研成果
2004--2005 最优部分因析设计构造理论和方法研究
2006.01--2008.12 一些广泛类型最优因析设计构造和分析的进一步研究
2007.10--2009.09 利用因果分析方法确定影响产品的环境因素
2007.01--2009.12 复杂系统试验中几类最新设计的构造和分析研究
2007.07--2011.12 基于“药性构成三要素”的中药药性实质研究
2010.01--2012.12 计算机试验和实际试验的综合设计与分析研究
2010.10--2011.12 嵌入空间填充设计构造理论的进一步研究
期刊论文
上篇
1. Ai MY, Zhang RC (2004). Theory of optimal blocking of nonregular factorial designs. Canadian Journal of 统计学 32(1), 57--72.
2. Ai MY, Zhang RC (2004). Multistratum fractional factorial split-plot designs with minimum aberration and maximum estimation capacity. Statistics \u0026 Probability Letters 69(2), 161--170.
3. Ai MY, Zhang RC (2004). s^{n-m} designs containing clear main effects or clear two-factor interactions. 统计学 \u0026 Probability Letters 69(2), 151--160.
4. Ai MY, Zhang RC (2004). Theory of minimum aberration blocked regular mixed factorial designs. Journal of Statistical Planning and Inference 126(1), 305--323.
5. Ai MY, Zhang RC (2004). Projection justification of generalized minimum aberration for asymmetrical fractional factorial designs. Metrika 60(3), 279--285.
6. Ai MY, He SY (2005). Theory of optimal blocking for fractional factorial split-plot designs. Science in China Ser. A--数学 48(5), 649--656. [Chinese Version 35(3), 265--272]
7. Ai MY, Zhang RC (2005). Characterization of minimum aberration mixed factorials in terms of consulting designs. Statistical Papers 46(2), 157--171.
8. Ai MY, Li PF, Zhang RC (2005). Optimal criteria and equivalence for nonregular fractional factorial designs. Metrika 62(1), 73--83.
9. Ai MY, He SY (2006). Interaction balance for symmetrical factorial designs with generalized minimum aberration. Statistical Papers 47(1), 125--136.
中篇
10. Ai MY, Yang GJ, Zhang RC (2006). Minimum aberration blocking of regular mixed factorial designs. Journal of Statistical Planning and Inference 136(4), 1493--1511.
11. Ai MY, Zhang RC (2006). Minimum secondary aberration fractional factorial split-plot designs in terms of consulting designs. Science in China Ser. A--数学 49(4), 494--512. [Chinese Version 36(1), 52--71]
12. Ai MY, He SY (2006). Generalized wordtype pattern for nonregular factorial designs with multiple groups of factors. Metrika 64 (1), 95-108.
13. Ai MY, He SY (2006). An efficient method for identifying clear effects in blocked fractional factorial designs. 统计学 \u0026 Probability Letters, 76, 1889-1894.
14. Ai MY, Fang KT, He SY (2007). E(chi^2)-optimal mixed-level supersaturated designs. Journal of Statistical Planning and Inference 137 (1), 306-316.
15. Qin H, Ai MY (2007). A note on connection between uniformity and generalized minimum Aberration Statistical Papers, 48 (3), 491-502.
16. Tang Y, Ai MY, Ge GN, Fang KT (2007). Optimal Mixed-level Supersaturated Designs and a New Class of Combinatorial Designs. Journal of Statistical Planning and Inference 137 (7), 2294-2301.
17. Ai MY, Ge GN, Chan LY (2007). Circular Neighbor-balanced Designs Universally Optimal for Total Effects. Science in China Ser. A--数学 50(6), 821-828.
下篇
20. Joseph RV, Ai MY(Corr), Wu CFJ (2009). Bayesian-inspired minimum aberration two- and four-level designs. Biometrika 96(1), 95-106.
18. Ai MY, Hickernell FJ, Lin DKJ (2008). Optimal foldover plans for regular s-level fractional factorial designs. Statistics \u0026 Probability Letters 78, 896-903.
19. Zhang RC, Li P, Zhao SL, Ai MY (2008). A General Minimum Lower-Order Confounding Criterion for Two-Level Regular Designs. Statistica Sinica 18(4), 1689-1705.
27. Ma CX, Ai MY, Chan LY, Goh TN (2010). Three-level and Mixed-level Orthogonal Arrays for Lean Designs. Quality and Reliability Engineering International, 26(6),529–539.
21. Ai MY, Yu YL, He SY (2009). Optimality of circular neighbor-balanced designs for total effects with autoregressive correlated observations. Journal of Statistical Planning and Inference 139, 2293-2304.
22. Ai MY, He YZ (2008). Blocked regular mixed factorial designs with maximum estimation capacity. Statistics and Applications, Special Issue in Honor of Prof. Aloke Dey, 6(1\u00262), 91-107.
23. Ai MY, Hickernell FJ (2009). Universal optimality of digital nets and lattice designs. Science in China, Ser. A-数学, 52(11), 2309-2320.
26. Ai MY, Xu X, Wu CFJ (2010). Optimal blocking and foldover plans for regular two-level designs. Statistica Sinica, 20, 183-207.
24. Qian ZG, Ai MY(Corr), Wu CFJ (2009). Construction of Nested Space-Filling Designs. Annals of Statistics, 37(6A), 3616-3643.
25. Ai MY, Kang L, Joseph VR (2009). Bayesian Optimal Blocking of Factorial Designs. Journal of Statistical Planning and Inference, 139(9), 3319-3328.
28. Qian ZG, Ai MY(Corr) (2010). Nested Lattice Sampling: A New Sampling Scheme Derived By Randomizing Nested Orthogonal Arrays. Journal of the American Statistical Association, 105(491), 1147-1155.