发表论文

  1. 陈敏，韦来生. 线性模型中回归系数的可估函数和误差方差同时的Bayes估计及优良性. 应用数学学报，2014, 37(5): 865-877.
  2. Wei Laisheng. A summary of some research on PC and Bayesian PC criterion in china. Comm. Statist. Theor. Meth., 2014, 43(18): 3866-3892.
  3. Chen Ling, Wei Laisheng. The Superiorities of Empirical Bayes Estimation of Variance Components in Random  Effects  Model.  Comm. Statist. Theor. And  Meth., 2013, 42：4017-4033.
  4. 仇丽莎，韦来生. 正态总体均值和误差方差同时的经验Bayes估计. 中科院研究生院学报，2013，30(4): 454-461.
  5. 张倩，韦来生. 刻度指数族参数的经验Bayes双边检验问题--加权损失函数情形. 中国科技大学学报, 2013, 43(2)：156-161.
  6. 陈玲，韦来生. 线性模型中回归系数和误差方差同时的经验Bayes估计及其优良性. 应用概率统计，2012，28 (6): 583-600.
  7. Chen Ling,Wei Laisheng. The superiority of empirical Bayes estimation of the error variance in linear model. Front. Math. China, 2012, 7(4): 629–644.
  8. Zhang Weiping and Wei Laisheng. The superiorities of Bayes linear unbiased estimation in multivariate linear model. Acta Mathematicae Applicatae Sinica, English Series, 2012, 28(2): 383-394.
  9. 陈玲， 韦来生. 线性模型中回归系数和误差方差同时的Bayes估计及其优良性. 数学年刊，2011, 32 A(6): 763-774.
  10. Zhang  Weiping, Wei Laisheng. Chen Yu. The superiorities of Bayes linear unbiased estimation in partitioned linear model. Journal of Systems Science and Complexity，2011, 24(5): 945-954.
  11. 李  翔，韦来生. 指数分布定数截尾数据下刻度参数的经验Bayes估计. 中国科学院研究生院学报，2011，28(2): 147-153.
  12. 李琪琪，韦来生. 半参数回归模型参数的Bayes估计. 中国科技大学学报, 2010, 40(9): 881-886.
  13. 陈  玲，韦来生.连续型单参数指数族参数的经验Bayes检验, 系统科学与数学,2009,29(8): 1142-1152.
  14. 王鹏远，韦来生. 回归系数一类线性估计的小样本性质. 中科院研究生院学报, 2009, 26(3): 296-302.

  15. 周静雯，韦来生.生长曲线模型中参数的Bayes 线性无偏估计. 应用概率统计, 2008,24(6): 639-647.
  16. Zhang Weiping and Wei Laisheng.The superiorities of empirical Bayese stimation of parameters in partitioned normal linear model. Acta Mathematica Scientia, 2008, 28B (4): 955-962.
  17. 洪 坚,韦来生. 刻度指数族参数的经验Bayes估计收敛速度的改进.工程数学学报, 2008, 25(5): 867-877.
  18. 童楠, 韦来生. 单向分类方差分析模型中参数的Bayes估计及其小样本性质. 中国科学技术大学学报, 2008, 38(9): 1084-1088.
  19. 周  雁, 韦来生. 刻度指数族参数的经验Bayes检验函数收敛速度的改进. 高校应用数学学报, 2008, 23(2): 219-226.
  20. 霍涉云, 韦来生. 一类线性模型参数的Bayes估计及其优良性. 中国科学技术大学学学报, 2007, 37(7): 773-776.
  21. Wei L.S. and Zhang W.P. The superiorities of bayes linear minimum risk estimation in linear model. Commum. Statist. Theor. Meth., 2007, 36: 917-926.
  22. Singh, R.S. and Wei L.S.. Nonparametric empirical Bayes two-tail tests for scale exponential family: When random variables in the sequence are negatively associated. Bayesian Statistics and Its Applications, Edited by S.K. Upadhyay, U.Singh and D.K.Dey,AnaMaya Publication, New Delhi, Ivdia, 407-420.
  23. 魏莉, 孔胜春, 韦来生. 刻度指数族参数的经验Bayes检验的收敛速度. 中国科学院研究生院学报，2007，24(1): 9－17.
  24. 韦来生, 张伟平. 错误先验假定下Bayes线性无偏估计的稳健性. 应用概率统计， 2007, 23(1): 59－67.
  25. Karunamuni R.J. and Laisheng Wei. On Empirical Bayes estimation of multivariate regression coefficients. International.Journal of  Mathematics and Mathematical Science (Int. J. Math. Sci.), Article,ID 51695, pages 18.
  26. 洪  坚, 韦来生. 指数分布定数截尾样本下经验Bayes双侧检验问题. 中国科学技术大学学报, 2006, 36 (12): 1289-1293.
  27. Wang Lichun, Wei Laisheng. Asymptotically optimal empirical Bayes decision. 应用数学，2006，19(2): 356－362.
  28. 宋慧明，韦来生. 线性模型中回归系数混合估计的相对效率. 中国科学技术大学学报, 2006，36(9): 932-935.
  29. 陈玲，韦来生. 连续型单参数指数族参数的经验Bayesg估计问题：NA样本情形，数学研究，2006，39(1): 44－50.
  30. Wang Lichun and Wei Laisheng. Empirical Bayes estimation of variance components in two-way classification random effects model.中国科学院研究生院学报,2005, 22: 545-553.
  31. 丁晓, 韦来生. 双指数分布位置参数经验Bayes估计问题. 数学杂志, 2005, 25(4): 413-420.
  32. Zhang Weiping , Wei Laisheng. On Bayes linear unbiased estimation of estimable functions for the singular linear model. Since in China，2005, 48(7): 898-903.
  33. 张伟平，韦来生. 单向分类随机效应模型中方差分量的渐近最优经验Bayes估计. 系统科学与数学, 2005, 25: 106－117.
  34. Wei Laisheng and Zhang Weiping. Empirical Bayes test problems for variance
    components in random effects model. Acta Mathematica Scientia, 2005, 25B: 274-282.
  35. Zhang Weiping , Wei Laisheng, Yang Yanning. The Superiority of Empirical Bayes Estimator of Parameters in Linear Model. Statistics and Probability Letter, 2005, 72: 43-50.
  36. 韦来生, 王立春. 随机效应模型中方差分量渐近最优的经验Bayes计. 数学研究与评论, 2004, 24(4): 653-664.
  37. Wei Laisheng and Ding Xiao. On empirical Bayes estimation of variance components in random effects model. Journal of Statistical Planning and Inferences, 123 (2004), 374-384.
  38. 魏莉, 韦来生. 刻度指数族参数的经验Bayes检验问题. 中国科学技术大学学报, 2004, 34(1): 1-10.
    Wei Li, Wei L. S.. Empirical Bayes test for scale exponential family. Frontiers of Mathematics in china, 2006, 1(2): 303-315.
  39. 陈玲, 韦来生. 连续型单参指数族参数的经验Bayes检验问题. 应用数学，2004，17(2): 263－270.
  40. 韦来生, 王立春. 随机效应模型中方差分量的经验Bayes检验问题. 高校应用数学学报, 2004, 19: 97-108.
  41. 韦来生, 袁家成.  指数分布定数截尾情形失效率函数的经验Bayes检验问题.  应用概率统计，2003, 19: 130-138.
  42. Wei Laisheng and Chen Jiahua. Empirical Bayes estimation and its superiority for two-way classification model. Statistics and Probability Letter, 2003, 63: 165-175.
  43. 王立春, 韦来生. 刻度指数族参数的经验 Bayes 估计的收敛速度. 数学年刊, 2002, 23A(5):
    555-564.
    Wang Lichun and Wei Laisheng. Convergence Rates of Empirical estimation for the Parameter in Scale-Exponential Family. Chinese Journal of Contemporary Mathematics, 2002, 23(4): 337-346.
  44. 林明，韦来生. 回归系数 Stein 压缩估计的小样本性质. 应用数学学报, 2002, 25(3): 497-504.
  45. Lin Ming and Wei Laisheng. The small sample properties of the principal components estimator for regression coefficients. Commum. Statist. Theor. Meth., 2002, 31(2): 271-283.
  46. 王立春, 韦来生. 刻度指数族参数的渐近最优的经验 Bayes 估计. 中国科学技术大学学报, 32(1), 2002. 62-69.
  47. 韦来生，NA 样本情形概率密度函数核估计的相合性. 系统科学与数学, 2001, 21: 79-87.
  48. 缪柏奇，戴小莉，韦来生等. 课堂教学评估问卷的统计分析. 中国高等教育评估, 2000, 2: 31-35.
  49. Singh, R.S and Wei Laisheng. Nonparametrioc empirical Bayes procedure, asymptotic optimality and rates of convergence for two-tail tests in exponential family. Nonparametric Statistics, 2000, 12: 475-501.
  50. 韦来生. 刻度指数族参数的经验BAYES检验问题：NA样本情形. 应用数学学报, 2000, 23: 403-412.
  51. 黄元亮，陈桂景，韦来生. 广义G-M 模型参数估计的相对效率. 数学研究与评论，2000, 20(1):  103-108
  52. 韦来生. 错误先验假定下回归系数 Bayes 估计的小样本性质. 应用概率统计，2000, 16: 71-80.
  53. 韦来生. 一类线性模型中参数的经验 Bayes 检验问题. 数学年刊，1999, 20A(5):  617-628.
    Wei Laisheng. Empirical Bayes test problems for parameters in a class of linear
    Models. Chinese Journal of Contemporary Mathematics, 1999, 20(4): 501-514.
  54. 韦来生，林明.错误指定模型中回归系数混合估计的小样本性质. 中国科学技术大学学报, 1999, 29: 253-259.
  55. Zhang Shunpu and Wei Laisheng. A note about convergence rates for empirical Bayes estimation of parameters in multi-parameter exponential families. Commum. Statist. Theor. Meth., 1999, 28(6): 1273-1291．
  56. Wei Laisheng, Asymptotically optimal empirical Bayes estimation in one-way ANOVA model, Systems Science and Mathematical Sciences, 1999, 12(1): 13-22.
  57. Wei Laisheng. Convergence rates of empirical Bayesian estimation in a class of linear  models. Statistica  Sinica, 1998, 8: 589-605.
  58. Tamaschke, S., G. Trenkler and Wei, L.S.. Mean square error matrix properties of Bayes estimation for incorrect prior information under  misspecification. Journal of the Italian Statistical Society, 1997, 6(3): 273-284.
  59. 韦来生, 杨亚宁. PC 准则下回归系数的一类线性估计的优良性. 应用概率统计, 1997, 13: 225-234.
  60. 韦来生. 方差分析模型中参数的经验 Bayes 估计及其优良性问题. 高校应用数学学报, 1997, 12A: 163-174.
  61. Wei Laisheng.Empirical Bayes estimation for estimablefunction of regression coefficient in a multiple linear  regression  model. Acta Mathematica Scientia, 1996, Supp. 16: 22-33.
  62. 韦来生. PC 准则下错误指定模型中回归系数有约束 LS 估计的优良性.中国科学技术大学学报, 1996, 26: 277-283.
  63. Gotz Trenkler and Wei Laisheng. The Bayes estimators  in  a misspecified linear regression model. Test, 1996, 5: 113-123.
  64. Yang Yaning and Wei Laisheng. Asymptotically optimal empirical Bayes estimation for the parameters  of multi-parameter discrete exponential family. Acta Mathematica  Scientia, 1996, 16: 15-22.
  65. Yang Yaning and Wei Laisheng. Convergence rtaes of asymptotically optimal empirical Bayes estimation for parameters of multi-parameter  discrete  exponential  family. 应用概率统计, 1995, 11: 92-102.
  66. Wei Laisheng and Gotz trenkler. Mean  square  error  matrix superiority of empirical Bayes estimators under misspecification. Test, 1995, 4: 187-205.
  67. Wei Laisheng and Zhang Shunpu. The converrgence  rates  of empirical Bayes estimation in  multiple  linear  regression model. Ann. Inst. Statist. Math., 1995, 47: 81-97.
  68. Zhang Shunpu and Wei Laisheng. Asymptotically optimal empirical Bayes estimation in multiple linear regression model. Appl. Math, A Journal of  Chinese  Universitys,  1994, 9B: 245-258.
  69. 韦来生. 二项分布参数的经验Bayes检验问题. 数学杂志, 1993, 13: 21-28.
  70. Singh, R.S. and Wei Laisheng. Empirical Bayes with rates and best rates of convergence in u(x)c(θ)exp{-x/θ}-family: Estimation Case. Ann. Inst. Statist. Math., 1992, 44: 435-449.
  71. 韦来生. 一类离散型单参数指数簇参数的双侧的经验 Bayes 检验问题. 应用概率统计, 1991, 7: 299-310.
  72. Wei Laisheng. Empirical  Bayes   test  of  regression  coefficient  in  a  multiple  linear regression model. Acta Mathematicae Applicatae Sinica, 1990, 6:251-262.
  73. Wei Laisheng. An empirical Bayes two-sided test problem for  continuous one-parameter exponential families. Systems Science and Mathematical Sciences, 1989, 2: 369-384.
  74. Wei Laisheng. The  convergence  rates  of  empirical Bayes estimation for parameters of two-sided  truncation  distribution families, Acta Mathematica  Scientia, 1989, 9: 403-413.
  75. Wei Laisheng. Asymptotically optimal empirical Bayes estimation  for parameters of two-sided truncation  distribution  families. Chin. Ann. of Math., 1989, 10B(1): 94-104.
  76. 韦来生. 连续形多参数指数簇参数的经验 Bayes 估计的收敛速度. 数学学报, 1987,30:  272-279.
  77. Wei Laisheng. On the pointwise Lpconvergence rates of nearest neighbor estimate ofnonparametric regression function. Journal of Mathematical Research & Exposition, 1986, 6: 117-124.
  78. 韦来生. 连续形多参数指数簇参数的渐近最优的经验 Bayes 估计. 应用概率统计, 1985, 1: 127-133.
  79. Wei Laisheng and Su Chun. The convergence rates of asymptotically Bayes discrimination. Acta Mathematica Scientia, 1985,5: 68-78.
  80. 韦来生. 单边截断型分布簇位置参数的经验 Bayes 估计的收敛速度. 数学年刊, 1985, 6A: 193-202.
  81. Wei Laisheng. On the Lp convergence rates of kernal estimate of nonparametric regression function. Journal of China University of Science & Technology, 1984, 14: 339-346.
  82. 方兆本, 李金平, 张念范，韦来生. 一类均匀分布参数的经验 Bayes 估计的收敛速度, 应用数学学报, 1983, 6: 476-484.
  83. 韦来生. 一类 Gamma 分布位置参数的经验 Bayes 估计的收敛速.  中国科学技术大学学报, 1983, 13: 143-152.
  84. 韦来生. 均匀分布簇 U(0,θ) 参数的经验 Bayes 估计的收敛速度.  应用数学学报, 1983, 6: 485-493.
  85. Wei Laisheng, Fang Zhaoben, Li Jingping. The asymptotically optimalempirical Bayes estimation about a class of Uniform distrbution. Journal of Mathematical Research & Exposition. 1983, 3: 150-152.
  86. 陈玲，韦来生，随机效应模型中方差分量的Bayes估计及其优良性，应用概率统计, 2016, 32(1): 51-61.
  87. Yuan Min,Wan Chongli,Wei Laisheng. The superiority of empirical Bayes estimator of the mean vector in multivariate normal distribution, Science China Mathematics,June 2016, 59(6), 1175-1186, dio:10.1007/s11425-5098-x.
  88. Yuan Min, Wei Laisheng. Two-sided empirical Bayes test for location parameter
    in the Gamma distribution,accepted by Comm.Statist.Theo. and Meth., 2017, 46(9):4215-4225..
  89. Yuan Min, Zhang Qian, Wei Laisheng. One-sided empirical Bayes test for location parameter in Gamma distribution. Appl. Math. J. Chinese Univ.,2018,33(3),
    287-297.

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