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Biography

Prof. Gengsheng Qin

Mathematics and Statistics

Georgia State University, USA


Email: gqin@gsu.edu


Qualifications

1999 Ph.D., Statistics, The Hong Kong University of Science and Technology, China

1993 M.S., Statistics, Sichuan University, China

1983 B.S., Mathematics, Lanzhou University, China


Publications (Selected)

  1. Zhou, H.C. and Qin, G.S. (2013). Confidence intervals for the difference in paired Youden indices. Pharmaceutical Statistics,12, 17–27.
  2. Qin, G.S., Yang, B.Y. and Belinga-Hall, N.E. (2013).  Empirical likelihood-based inferences for the Lorenz curve. Ann Inst Stat Math, 65, 1–21.
  3. Huang, X., Qin, G.S., Yuan, Y. and Zhou, X.H. (2012). Confidence intervals for the difference between two partial AUCs. Australian and New Zealand Journal of Statistics, 54, 63–79.
  4. Yuan, A., He, W.Q., Wang, B.H., and Qin, G.S. (2012). U-Statistic with side information. J Multi Anal, 111, 20-38
  5. Yang, B.Y.  Qin, G.S., and Belinga-Hall, N. E.  (2012). Non-parametric inferences for the generalized Lorenz curve. SCIENTIA SINICA Mathematica (Science in China Series A), 42, 235-250.
  6. Yang, B.Y., Qin, G.S. (2012). Empirical Likelihood-based Inferences for the Area under the ROC Curve with Covariates. SCIENCE CHINA Mathematics (Science in China Series A), 55, 1553–1564.
  7. Wang, B.H and Qin, G.S. (2012). Imputation-based empirical likelihood inference for the area under the ROC curve with missing Data. Statistics and Its Interface, 5, 319–329.
  8. Zhou, H.C. and Qin, G.S. (2012).  New nonparametric confidence intervals for the Youden index. Journal of Biopharmaceutical Statistics, 22, 1244-1257.
  9. Huang, X., Qin, G.S. and Fang, Y. (2011). Optimal combinations of diagnostic tests based on AUC. Biometrics, 67, 568–576.
  10. Qin, G.S., Davis, A.E., and Jing, B.-Y. (2011). Empirical likelihood-based confidence intervals for the sensitivity of a continuous-scale diagnostic test at a fixed level of specificity. Statistical Methods in Medical Research, 20, 217-231.
  11. Yang, B., Qin, G.S. and Qin, J. (2011). Empirical likelihood-based inferences for a low income proportion. The Canadian Journal of Statistics, 39, 1-16.
  12. Qin, G.S., Jin, X. P. and Zhou, X. H. (2011). Nonparametric interval estimation for the partial area under the ROC curve. The Canadian Journal of Statistics, 39, 17-33.
  13. Qin, G.S. and Hotilovac, L. (2008). Comparison of non-parametric confidence intervals for the area under the ROC curve of a continuous-scale diagnostic test. Statistical Methods in Medical Research, 17, 207-221.
  14. Qin, G.S. and Zhao, Y.C. (2007). Empirical likelihood inference for the mean residual life under random censorship. Statistics & Probability Letter, 77, 549-557.
  15. Zhao, Y.C. and Qin, G.S. (2007). Simultaneous confidence band for a linear functional of cumulative hazard function via empirical likelihood. Communication in Statistics, Theory and Methods, 36, 313-327.
  16. Qin, G.S., and Zhou, X.H. (2006). Empirical likelihood inference for the area under the ROC curve. Biometrics, 62, 613-622.
  17. Zhao, Y.C., and Qin, G.S. (2006). Inference for the mean residual life function via empirical likelihood. Communication in Statistics, Theory and Methods, 35, 1025-1036.
  18. Zhou, X.H., Qin, G.S., Lin, H.Z. and Li, G. (2006). Inferences in censored cost regression models with empirical likelihood. Statistica Sinica, 16, 1213-1232.
  19. Qin, G.S., Hsu, Y.-S., and Zhou, X.H. (2006). New confidence intervals for the difference between two sensitivities at a fixed level of specificity. Statistics in Medicine, 25, 3487-3502.
  20. Zhou, X.H. and Qin, G.S. (2005). A new confidence interval for the difference between two binomial proportions of paired data. J Statist Plan Infer, 128, 527-542.
  21. Zhou, X.H. and Qin, G.S. (2005). Improved confidence intervals for the sensitivity at a fixed level of specificity of a continuous-scale diagnostic test. Statistics in Medicine, 24, 465-477.
  22. Qin, G.S., Tsao, M. (2005). Empirical likelihood based inference for the derivative of the nonparametric regression function. Bernoulli, 11, 715-735.
  23. Zhou, X.H., Tsao, M., and Qin, G.S. (2004). New intervals for the difference between two independent binomial proportions. J Statist Plan Infer, 123, 97-115.
  24. Hermers, R., Jing, B.-Y., Qin, G.S. and Zhou, W. (2004). Saddlepoint approximations to the trimmed mean. Bernoulli, 10, 465-501.
  25. Qin, G.S. and Tsao, M. (2003). Empirical likelihood inference for median regression models of censored survival data. J Multi Anal, 85, 416-430.

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