王德辉
近期热点
资料介绍
个人简历
王德辉,中共党员,教授,博士生导师,享受国务院政府津贴专家,长白山学者特聘教授,宝钢优秀教师奖获得者,教育部新世纪优秀人才,高等学校统计学类专业教学指导委员会委员,吉林省优秀教学团队带头人,吉林省第四批高级专家,吉林省高等学校首批学科领军教授、吉林省第四批拔尖创新人才第二层次人选,吉林省“第十二批有突出贡献的中青年专业技术人才”。教育经历:吉林大学1998-09-01至2001-06-30;吉林大学1995-09-01至1998-06-30;吉林师范大学1989-09-01至1993-06-30工作经历:吉林大学2010-04-01至2012-12-01;吉林大学2009-03-01至2010-04-01;吉林大学2006-10-01至2009-03-01;吉林大学2006-10-01至今;吉林大学2001-10-01至2006-09-30;吉林大学1999-10-01至2001-09-30;吉林大学1998-06-01至1999-09-01;吉林师范大学1993-07-01至1998-05-10科研项目[1]整数值时间序列在保险精算中的应用[2]高频数据的非参数统计推断[3]相依误差下时间序列模型推断的理论与方法研究[4]时间序列分析在保险精算中的应用[5]教育部新世纪优秀人才支持计划[6]相依误差下时间序列模型的统计推断[7]统计学教学团队与课程建设[8]整数值时间序列建模与应用[9]整数值时间序列数据的建模方法研究[10]长白山学者特聘教授[11]协变量驱动的自回归模型及其应用, 2018/01/01[12]非平稳与高频时间序列模型的统计推断, 2018/01/01[13]高频数据的非参数统计推断, 2016/01/01获奖信息:[1]吉林省教学成果奖[2]学科领军教授[3]吉林省自然科学学术成果奖[4]长白山特聘教授[5]吉林省高级专家[6]宝钢优秀教师[7]第十一届全国统计科学研究优秀成果奖[8]政府特殊津贴[9]自然科学奖二等奖研究领域
经验似然;保险精算;时间序列分析""近期论文
[1] Conditional Heteroscedasticity Test for Poisson Autoregressive Model[2] Test for parameter changes in generalized random coefficient autoregressive model[3] On a perturbed MAP risk model under a threshold dividend strategy[4] Regression analysis of multivariate panel count data with an informative observation process[5] Variable selection and estimation for multivariate panel count data via the seamless-L0 penalty[6] Coefficient constancy test in generalized random coefficient autoregressive model[7] Empirical likelihood inference for partial linear models with ARCH(1) errors[8] Statistical inference for generalized random coefficient autoregressive model[9] Generalized RCINAR(1) Process with Signed Thinning Operator[10] Risk Measure and Premium Distribution on Catastrophe Reinsurance[11] Ruin problems for an autoregressive risk model with dependent rates of interest[12] The limit theorem for dependent random variables with applications to autoregression models[13] Empirical likelihood inference for random coefficient INAR(p) process[14] Estimation and testing for a Poisson autoregressive model[15] Empirical Likelihood for an Autoregressive Model with Explanatory Variables[16]Limit theory for random coefficient first-order autoregressive process under martingale difference error sequence[17]The Empirical Likelihood for First-Order Random Coefficient Integer- Valued Autoregressive Processes[18]Generalized RCINAR(p) Process with Signed Thinning Operator[19]Mixture Normal Models in which the Proportions of Susceptibility are Related to Dose Levels[20]A mixture integer-valued ARCH model[21]Inference forINAR(p) processeswithsignedgeneralizedpowerseries thinning operator[22]Diagnostic checking integer-valued ARCH(p) models using conditional residual autocorrelations[23]Semiparametric estimation of regression functions in autoregressive models[24]Local Estimation in AR Models with Nonparametric ARCH Errors[25] Estimation of parameters in the NLAR(p) model[26]First-order random coefficients integer-valued threshold autoregressive processes[27]An integer-valued threshold autoregressive process based on negative binomial thinning[28]Quasi-likelihood inference for self-exciting threshold integer-valued autoregressive processes[29]Threshold autoregression analysis for finiterange time series of counts with an application on measles data[30]Regularized estimation in GINAR(p) process[31]Analyzing the general biased data by additive risk model[32]Analysis of Panel Count Data with Time-dependent Covariates and Informative Observation Process[33]A note on the limiting properties of the least squares estimation for the random coefficient autoregressive model[34]Estimation in autoregressive models with surrogate data and validation data[35]Test for parameter changes in generalized random coefficient autoregressive model[36]First-order mixed integer-valued autoregressive processes with zero-inflated generalized power series innovations[37]Bidimensional discrete-time risk models based on bivariate claim count time series[38]Empirical likelihood for linear and log-linear INGARCH models[39]Effective Control Charts forMonitoring the NGINAR(1) Process[40]Nonparametric comparison of recurrent event processes based on panel count data[41]Inference for Random Coefficient INAR(1) Process Based on Frequency Domain Analysis[42]Empirical likelihood inference for INAR(1) model with explanatory variables[43]Bivariate zero truncated Poisson INAR(1) process[44]Bayesian estimation for first-order autoregressive model with explanatory variables[45]Estimation in a partially linear single-index model with missing response variables and error-prone covariates[46]Estimation of parameters in the fractional compound Poisson process[47]A Study for Missing Values in PINAR(1)T Processes《中国化学快报》青年编委,吉林省化学会理事 相关热点
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