覃紅：華中師範大學數學與統計學學院教授。
學習和工作經歷:
學士學位：1988年於華中師範大學數學系獲得
碩士學位：1991年於華中師範大學數學系獲得
博士學位：2002年於香港浸會大學數學系獲得
2000年6月至今：先後任華中師範大學數學與統計學學院副教授、教授
2002年10至2002年11月：於美國加州大學伯克利分校統計系作訪問學者
2003年10至2004年4月：於美國喬治華盛頓大學統計系作博士後研究
講授課程：
現代試驗設計理論和方法（研究生）
研究領域和興趣：
1.試驗設計（均勻設計、部分因析設計等等）
2.多元分析
3.生物統計
著作:
李照海、覃紅、張洪. 遺傳學中的統計方法.科學出版社. 2006.
部分論文（2004-2011）：
1. Yue Rongxian, Qin Hong and Kashinath Chatterjee (2011). Optimal U-type Design for Bayesian Nonparametric Multiresponse Prediction. J. Stat. Plann. Infer., 141(7):2472-2479.
2. Kashinath Chatterjee and Qin Hong (2011). Generalized discrete discrepancy and its application. J. Stat. Plann. Infer., 141(2):951-960.
3. Ou Zujun, Qin Hong and Li Hongyu (2011). Optimal blocking and foldover plans for nonregular two-level designs. J. Stat. Plann. Infer. 141:1635-1645.
4. Zhang Shangli and Qin Hong (2010). Admissibility in the general growth curve model with respect to restricted parameter sets under matrix loss function. Acta Math Sci, 30(1):27-38.
5. Song Suo and Qin Hong (2010). Application of minimum projection uniformity in complementary designs. Acta Math Sci., 30(1):180-186.
6. Ou Zujun and Qin Hong (2010). Some Applications of Indicator Function in Two-level Factorial Designs. Statistics Probability Letters, 80:19-25.
7. Tian Guoliang, Fang Hongbin, Tan Min, Qin Hong and Tang Manlai (2009). Uniform distributions in a class of conex polyhedrons with applications to drug combination studies. Journal of Multivariate Analysis, 100:1854-1865.
8. Qin Hong and Kashinath Chatterjee (2009). Minimum projection uniformity in asymmetric fractional factorials. Communications in Statistics, 38:1383-1392.
9. Qin Hong, Zou Na and Kashinath Chatterjee (2009). Connection between uniformity and minimum moment aberration. Metrika, 70:79-88.
10. Zou Na, Ren Ping and Qin Hong (2008). A note on Lee Discrepancy. Statist. Prob. Letters, 79(4):496-500.
11. Kashinath Chatterjee and Qin Hong (2008). A new look on discrete discrepancy. Statist. Prob. Letters, 78(17):2988-2991.
12. Qin Hong and Ai Minyao (2007). A note on connection between uniformity and generalized minimum aberration. Statistical Paper, 48:491-502.
13. Wang Zhanghong, Qin Hong and Kashinath Chatterjee (2007). Lower bounds for the symmetric $L_2$-discrepancy and their application. Communications in Statistics, 36(13):2413-2423.
14. Qin Hong, Zhang Hong and Li Zhaohai (2007). The impact of population stratification on population-based QTL association analysis. Random Walk, Sequential Analysis and Related topics-A Festschrift in Honor of Yuan-Shih Chow, 311-333.
15. Zhang Shangli and Qin Hong (2006). Minimum projection uniformity criterion and its application. Statist. Probab. Lett., 76(6):634-640.
16. Zhang Shangli and Qin Hong (2006). Influence analysis of covariance matrix disturbance in linear model with respect to a restricted condition (in Chinese). Acta Math Sci., 26A(4):621-628.
17. Kashinath Chatterjee, Fang Kaitai and Qin Hong (2006). A lower bound for centered L2 discrepancy on asymmetric factorials and its application. Metrika, 63:243-255.
18. Qin Hong, Zhang Shangli and Fang Kaitai (2006). Constructing uniform design with two- or three-level. Acta Math Sci., 26B(3):451-459.
19. Qin Hong and Li Dan (2006). Connection between uniformity and orthogonality for symmetrical factorial designs. J. Stat. Plann. Infer., 136(8):2770-2782.
20. Liu Minqian, Qin Hong and Xie Minyu (2005). Discrete discrepancy and its application in experimental designs. Contemporary Multivariate Analysis and Experimental Designs-In Celebration of Professor Kai Tai Fang's 65th Birthday, 73-88.
21. Qin Hong, Ai Minyao and Ning Jianhui (2005). Connection among some optimal criteria for ranking fractional factorial designs. Acta Math. Sci., 21(4):545-552.
22. Fang Kaitai and Qin Hong (2005). Uniform pattern and related criteria for two-level factorials. Science in China Ser A., 48(1):1-11.
23. Xia Minyuan, Chen Yinbao and Qin Hong (2005). Some results for the existence of regular complex Hadamard matrices. Utilitas Mathematics, 68:103-108.
24. Kashinath Chatterjee, Fang Kaitai and Qin Hong (2005). Uniformity in factorial designs with mixed levels. J. Statist. Plann. Infer., 128:593-607.
25. Qin Hong and Chen Yingbao (2004). Some results on generalized minimum aberration for symmetrical fractional factorial designs. Statist. Probab. Lett., 66:51-57.
26. Qin Hong and Fang Kaitai (2004). Discrete discrepancy in factorial designs. Metrika, 60:59-72.
1.李照海、覃紅、張洪. 遺傳學中的統計方法.科學出版社. 2006.
2.部分論文（2004-2011）：
3.1. Yue Rongxian, Qin Hong and Kashinath Chatterjee (2011). Optimal U-type Design for Bayesian Nonparametric Multiresponse Prediction. J. Stat. Plann. Infer., 141(7):2472-2479.
4.2. Kashinath Chatterjee and Qin Hong (2011). Generalized discrete discrepancy and its application. J. Stat. Plann. Infer., 141(2):951-960.
5.3. Ou Zujun, Qin Hong and Li Hongyu (2011). Optimal blocking and foldover plans for nonregular two-level designs. J. Stat. Plann. Infer. 141:1635-1645.
6.4. Zhang Shangli and Qin Hong (2010). Admissibility in the general growth curve model with respect to restricted parameter sets under matrix loss function. Acta Math Sci, 30(1):27-38.
7.5. Song Suo and Qin Hong (2010). Application of minimum projection uniformity in complementary designs. Acta Math Sci., 30(1):180-186.
8.6. Ou Zujun and Qin Hong (2010). Some Applications of Indicator Function in Two-level Factorial Designs. Statistics Probability Letters, 80:19-25.
9.7. Tian Guoliang, Fang Hongbin, Tan Min, Qin Hong and Tang Manlai (2009). Uniform distributions in a class of conex polyhedrons with applications to drug combination studies. Journal of Multivariate Analysis, 100:1854-1865.
10.8. Qin Hong and Kashinath Chatterjee (2009). Minimum projection uniformity in asymmetric fractional factorials. Communications in Statistics, 38:1383-1392.
11.9. Qin Hong, Zou Na and Kashinath Chatterjee (2009). Connection between uniformity and minimum moment aberration. Metrika, 70:79-88.
12.10. Zou Na, Ren Ping and Qin Hong (2008). A note on Lee Discrepancy. Statist. Prob. Letters, 79(4):496-500.
13.11. Kashinath Chatterjee and Qin Hong (2008). A new look on discrete discrepancy. Statist. Prob. Letters, 78(17):2988-2991.
14.12. Qin Hong and Ai Minyao (2007). A note on connection between uniformity and generalized minimum aberration. Statistical Paper, 48:491-502.
15.13. Wang Zhanghong, Qin Hong and Kashinath Chatterjee (2007). Lower bounds for the symmetric $L_2$-discrepancy and their application. Communications in Statistics, 36(13):2413-2423.
16.14. Qin Hong, Zhang Hong and Li Zhaohai (2007). The impact of population stratification on population-based QTL association analysis. Random Walk, Sequential Analysis and Related topics-A Festschrift in Honor of Yuan-Shih Chow, 311-333.
17.15. Zhang Shangli and Qin Hong (2006). Minimum projection uniformity criterion and its application. Statist. Probab. Lett., 76(6):634-640.
18.16. Zhang Shangli and Qin Hong (2006). Influence analysis of covariance matrix disturbance in linear model with respect to a restricted condition (in Chinese). Acta Math Sci., 26A(4):621-628.
19.17. Kashinath Chatterjee, Fang Kaitai and Qin Hong (2006). A lower bound for centered L2 discrepancy on asymmetric factorials and its application. Metrika, 63:243-255.
20.18. Qin Hong, Zhang Shangli and Fang Kaitai (2006). Constructing uniform design with two- or three-level. Acta Math Sci., 26B(3):451-459.
21.19. Qin Hong and Li Dan (2006). Connection between uniformity and orthogonality for symmetrical factorial designs. J. Stat. Plann. Infer., 136(8):2770-2782.
22.20. Liu Minqian, Qin Hong and Xie Minyu (2005). Discrete discrepancy and its application in experimental designs. Contemporary Multivariate Analysis and Experimental Designs-In Celebration of Professor Kai Tai Fang's 65th Birthday, 73-88.
23.21. Qin Hong, Ai Minyao and Ning Jianhui (2005). Connection among some optimal criteria for ranking fractional factorial designs. Acta Math. Sci., 21(4):545-552.
24.22. Fang Kaitai and Qin Hong (2005). Uniform pattern and related criteria for two-level factorials. Science in China Ser A., 48(1):1-11.
25.23. Xia Minyuan, Chen Yinbao and Qin Hong (2005). Some results for the existence of regular complex Hadamard matrices. Utilitas Mathematics, 68:103-108.
26.24. Kashinath Chatterjee, Fang Kaitai and Qin Hong (2005). Uniformity in factorial designs with mixed levels. J. Statist. Plann. Infer., 128:593-607.
27.25. Qin Hong and Chen Yingbao (2004). Some results on generalized minimum aberration for symmetrical fractional factorial designs. Statist. Probab. Lett., 66:51-57.
28.26. Qin Hong and Fang Kaitai (2004). Discrete discrepancy in factorial designs. Metrika, 60:59-72.
