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王立春
2023-05-06 10:46
  • 王立春
  • 王立春 - 教授-北京交通大学-理学院-个人资料

近期热点

资料介绍

个人简历


教育背景 2002年中国科学技术大学统计与金融系概率论与数理统计专业博士毕业 工作经历 2002年7月-2004年2月中国科学院数学与系统科学研究院应用数学所博士后 2004年2月-2005年2月比利时林堡大学生物统计中心博士后; 2005年6月来北京交通大学理学院数学系工作; 2008年9月访问新加坡南洋理工大学数学系; 2009年2月-6月韩国国立全南大学统计系博士后研究员; 2009年6月-11月新加坡南洋理工大学数学系博士后研究员; 2010年7月-8月访问加拿大圭尔夫大学统计系6周; 2011年6月-8月访问加拿大圭尔夫大学统计系7周; 2014年1月访问美国明尼苏达大学德卢斯分校两周; 2014年7月访问英国玛丽皇后学院伦敦大学两周

研究领域


数据统计分析

近期论文


[18]Wang,L.C.,Wang. H.C. (2017), On estimating uniform distribution via linear Bayes method, Communications in Statistics-Theory and Methods, 46: 9450-9458. SCI
[17]Wang,L.C., Pettit, L. (2016), Linear Bayes estimators applied to the inverse Gaussian lifetime model, Journal of Systems Science and Complexity, 29:1683-1692. SCI
[16]Wang,L.C. (2015), On estimating regression coefficients in seemingly unrelated regression system, Acta Mathematicae Applicatae Sinica, English Series,31:935-944. SCI
[15]Wang, L.C., You,Y., Lian,H. (2015), Convergence and sparsity of Lasso and group Lasso in high-dimensional generalized linear models,Statistical Papers,56:819-828. SCI
[14]Wang, L.C., R.S.Singh (2014), Linear Bayes estimator for the two-parameter exponential family under type II censoring, Computational Statistics & Data Analysis, 71:633-642. SCI
[13] Zhang, S. L., Wang, L.C., Lian, H. (2014), Estimation by polynomial splines with variable selection in additive Cox models, Statistics, 48:67-80. SCI
[12]Wang,L.C.,Lai,P.,Lian,H. (2013), Polynomial spline estimation for generalized varying coefficient partially linear models with a diverging number of components, Metrika, 76:1083-1103. SCI
[11]Wang,L.C. (2013), Consistency of posterior distributions for heteroscedastic nonparametric regression models, Communications in Statistics-Theory and Methods,42:2731-2740. SCI
[10]Wang,L.C., You,Y., Lian,H. (2013), A simple and efficient algorithm for fused lasso signal approximator with convex loss function, Computational Statistics, 28:1699-1714. SCI
[9]Wang,L.C.,R.S. Singh (2012), An application of matrix power series to linear models, Communications in Statistics-Theory and Methods,41:1315-1333. SCI
[8]Wang,L.C.,Lian,H. and Singh, R.S.(2011), On efficient estimators of two seemingly unrelated regressions, Statistics & Probability Letters, 81:563-570. SCI
[7]Wang,L.C., Noel Veraverbeke (2009), Bayes prediction based on right censored data, Statistical Papers, Springer, 50:137-149. SCI
[6] Wang,L.C., X. Wang (2009), The life-span prediction of a system connected in series, Mathematics and Computers in Simulation, 79:1770-1777. SCI
[5] Wang,L.C.(2008), LIfe prediction under random censorship, Journal of Statistical Computation and Simulation,11:1033-1044. SCI
[4] Wang,L.C.,Noel Veraverbeke (2008), MSE superiority of Bayes and empirical Bayes estimators in two generalized seemingly unrelated regressions, Statistics & Probability Letters, 78:109-117. SCI
[3] Wang, L.C., Noel Veraverbeke (2006), Empirical likelihood in a semi-parametric model for missing response data, Communications in Statistics-Theory and Methods, 35,625-639. SCI
[2]Wang, L.C. (2005), Convergence rates of empirical Bayes estimation for the parameter of the uniform distribution U(0,\\theta) under random censorship, Communications in Statistics-Theory and Methods, 34:2209-2220. SCI
[1] Wang,L.C. (2005), Bayes and empirical Bayes iteration estimtors in two seemingly unrelated regression equations, Science in China Ser.A Mathematics, 9:1153-1168. SCI

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