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      研究生导师简介——赵晓兵
      作者: 日期:2020-04-21 点击量:

                                         

      赵晓兵 (Zhao, Xiaobing)

      • 博士 (PhD),教授,博士生导师、硕士生导师

         

      • 联系地址 杭州下沙学源街18号,浙江财经大学,数据科学学院

      • 电子信箱: maxbzhao@126.com/maxbzhao@zufe.edu.cn

      •    编: 310018

         

        最终学历

      • 2002.12-2006.12:香港理工大学,获哲学博士学位(PhD)

        博士后经历:

      • 2006.10-2008.12: 华东师范大学金融与统计学院,博士后

         

        研究方向:

      • 生存分析(Survival Analysis)

      • 保险精算 (Actuarial Studies)

      • 复发事件分析 (Recurrent Events Data Analysis)

      • 医学统计 (Statistics in Medicine)

      • 高维数据分析(Dimension Reduction Analysis)

        最近兴趣:

      • 大数据分析(Massive data Analysis)

      • 网络数据分析(Networks data Analysis)

         

        主持的国家级项目:

      • 国家社会科学基金(一般项目),大数据环境下基于随机块模型的复杂网络社区发现理论、算法和应用. 2018.07-2021.06, 项目编号:18BTJ023. 在研.

      • 国家自然科学基金(面上项目),复发事件中高维协变量的降维技术及其应用研究, 2013.01-2016.12,项目编号: 11271317.已经结题.

      • 国家自然科学基金(面上项目),治愈模型和复发事件数据的联合建模,推断及应用, 2009.01-2011.12, 项目编号: 10871084, 已经结题.

         

        学术兼职:

      • 美国数学评论评论员(Mathematical Reviews)

      • 国家自然科学基金项目同行评议专家

      • 国家社科基金评审专家库专家

      • 浙江/黑龙江省自然科学基金评审专家

      • 下列期刊匿名审稿人

        * Journal of the American Statistical Association

        * Biometrics

        * Scandinavian Journal of Statistics

        * Statistics in Medicine

        * Journal of Applied Statistics

        * Journal of Statistical Computation and Simulation

        * Journal of Nonparametric Statistics

        * Communication in Statistics: Simulation and Computation

        * Communication in Statistics: Theory and Methods

        * Journal of Systems Science and Complexity

        * Computer Methods and Programs in Biomedicine

        * Acta Mathematica Scientia,数学物理学报

        * Chinese Journal of Applied Probability and Statistics,应用概率统计

         

        主要海外经历:

      • 2009.03-2009.06:澳大利亚麦考瑞大学精算系(Macquarie University)

      • 2014.09-2015.08:美国西北大学医学院预防医学系(Northwestern University)

         

        入选人才情况:

      • 浙江省高校中青年科学带头人

      • 浙江财经大学杰出中青年教师资助计划(A)

         

        主要学术论文:

        已经发表或接收:

        [32]Zhao, X.B. (赵晓兵) and Zhou, X. (2020). Partial sufficient dimension reduction on additive rates model for recurrent event data with high-dimensional covariates. Statistical Papers, 61,523-541.

        [31]Wang, W. W., Wu, X. Y. , Zhao, X.B. (赵晓兵) and Zhou. X. (2020). Quantile Regression of Panel Count Data on Quadratic Inference Functions. Journal of Statistical Planning and Inference, 207,230-245.

        [30]Wang, W. W., Wu, X. Y. , Zhao, X.B. (赵晓兵) and Zhou. X. (2019). Quantile Estimation of Partially Varying Coefficient Model for Panel Count Data with Informative Observation Times. Journal of Nonparametric Statistics, 31(4), 932-951.

        [29]Zhang, X. Q., Zhao, X.B. (赵晓兵) and Zheng, Y.Q. (2019). A novel approach to estimate the Cox model with temporal covariates and application to medical cost data. Preprint:Communications in Statistics-Simulation and Computation.

        [28]Zheng, Y.Q., Zhao, X.B. (赵晓兵), Zhang, X. Q.Ye, X.Y. and Dai, Q. W. (2019). Mining the hidden link structure from distribution flows for a spatial social network. Preprint: Complexity.

        [27]Feng, Y., Zhao, X.B. (赵晓兵) and Zhou, X. (2018). Semiparametric random censorship models for survival data with long-term survivors. Preprint: Communications in Statistics-Simulation and Computation.

        [26]Wang, W. W., Wu, X. Y. Zhang, X.Q. and Zhao, X.B. (赵晓兵). (2019). Partial sufficient dimension reduction on the joint model of recurrent events and terminal events. Journal of Applied Statistics, 46, 522-541.

        [25]Zhao, X.B. (赵晓兵), Wang, W. W., Liu, L. and Shih, T. (2018). A flexible quantile regression model for medical costs, with application to medical expenditure panel survey study costs. Statistics in Medicine, 37, 2645-2666.

        [24]Wang, W. W., Wu, X. Y. , Zhao, X.B. (赵晓兵) and Zhou. X. (2018). Robust variable selection of joint frailty model for panel count data. Journal of Multivariate Analysis, 16760-78.

        [23]Zheng, Y.Q., Zhao, X.B. (赵晓兵) and Zhang, X. Q. (2018). Understand dynamic status-change of hospital stay and cost accumulation by a differential equation- based combination of continuous and finitely-jumped processes. Computational and Mathematical Methods in Medicine.

        [22]Zhao, X.B. (赵晓兵) and Zhou, X. (2017). Multi-type insurance claim processes with high-dimensional covariates. Communications in Statistics-Simulation and Computation, 46500-514.

        [21]Zhao, X.B. (赵晓兵)  and Zhou. X. (2015). Semiparametric models of longitudinal and time-to-event data with applications to HIV viral dynamics and CD4 counts. Journal of Applied Statistics, 42, 2461-2477.

        [20]Zhao, X.B. (赵晓兵)  and Zhou. X.(2015). Estimation of copula based models for lifetime medical costs. Annals of the Institute of Statistical Mathematics, 67, 897-915.

        [19]Zhao, X.B. (赵晓兵), Wang, J. L., Zhou, X. and Zhu, Z. Y.. (2015). Recurrent events analysis in the presence of terminal event and zero-recurrence subjects. Communications in Statistics -Theory and Methods, 44, 710-725.

        [18]Zhao, X.B. (赵晓兵) and Zhou, X. (2014). Copula-based dependency between frequency and class in car insurance with excess-zeros. Operations Research Letters, 42, 273-277.

        [17]Zhao, X.B. (赵晓兵) and Zhou, X. (2014). Sufficient dimension reduction on the mean and rate functions of recurrent events. Statistics in Medicine, 33, 3693-3709

        [16]Zhao, X.B. (赵晓兵) and Zhou, X. (2014). Sufficient dimension reduction on marginal regression for gaps of recurrent events. Journal of Multivariate Analysis12756-71.

        [15]Zhao, X.B. (赵晓兵) and Zhou, X. (2012). Estimation of medical costs by copula models with dynamic change of health status. Insurance: Mathematics and Economics, 51, 480-491.

        [14]Zhao, X.B. (赵晓兵), Zhou, X. and Wang, J. L. (2012). Semiparmetric model for recurrent events data with cure fraction and informative censoring. Journal of Statistical Planning and Inference, 141, 289-300.

        [13]Zhao, X.B. (赵晓兵) and Zhou, X. (2012). Modeling gap times between recurrent events by marginal rate function. Computational Statistics and Data Analysis, 56, 370-383.

        [12]Zhao, X.B. (赵晓兵) and Zhou, X. (2012). Estimation of copula-based insurance claim numbers with excess zeros. Insurance: Mathematics and Economics, 50,191-199.

        [11]Zhao, X.B. (赵晓兵) and Zhou, X. (2012). Measurement error in proportional hazards models for survival data with long-term survivors.  Acta Mathematicae Applicatae Sinica, English Series, 28(2)275-288.

        [10]Zhao, X.B. (赵晓兵) and Zhou, X. (2010). Empirical receiver operating characteristic curve for two-sample comparison with cure fractions, Lifetime Data Analysis, 16316-332.

        [9]Zhao, X.B. (赵晓兵) and Zhou, X. (2010). Semiparametric estimation in transformation models with cure fraction, Communications in Statistics-Theory and Methods, 393371-3388.

        [8]Zhao, X.B. (赵晓兵) and Zhou, X. (2010). Applying copula models to individual claim loss reserving methods. Insurance: Mathematics and Economics, 46, 290-299.

        [7]Wen, L.M., Wu, X.Y. and Zhao, X.B. (赵晓兵). (2009). The credibility premiums under generalized weighted loss functions. Journal of Industrial and Management Optimization, 5(4), 893-910.

        [6]Zhao, X.B. (赵晓兵), Wang, J. L. and Zhou, X. (2009). Semiparametric model for prediction of individual claim loss reserving. Insurance: Mathematics and Economics, 45, 1-8.

        [5]Zhao, X.B. (赵晓兵) and Zhou, X. (2009). Semiparametric modeling of cost data containing zeros. Statistics and Probability Letters, 79,1207-1214.

        [4]Zhao, X.B. (赵晓兵), Wu X.Y. and Zhou, X. (2009). A Change-point model for survival data with long-term survivors. Statistica Sinica, 377-390

        [3]Zhao, X.B. (赵晓兵) and Zhou, X. (2008). Discrete-time survival analysis for survival data with long-term survivors. Statistics in Medicine,  27, 1261-1281.

        [2]Zhao, X.B. (赵晓兵) and Zhou, X and  Wu, X.Y. (2007). Local linear regression in proportional hazards model with censored data. Communications in Statistics -Theory and Methods, 36, 2761-2776.

        [1]Zhao, X.B. (赵晓兵) and Zhou, X. (2006). Proportional hazards models for survival data with long-term survivors. Statistics and Probability Letters, 76, 1685-1893.

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