菜单总览
— 优秀师资 —

周宪

职位:

副教授(麦考瑞大学)、鹏城学者

教育背景:

博士(加利福尼亚大学圣巴巴拉分校)

理学学士(上海交通大学)

研究领域
生存分析
Email

zhouxian@cuhk.edu.cn

个人简介:


    周宪在上海交通大学获得数学理学士学位之后,去了美国圣巴巴拉加州大学留学,在那里先后获得统计硕士和数学博士学位。

    在加入麦考瑞(Macquarie)大学之前,他先后在西澳洲大学和香港理工大学工作,担任过讲师,助理教授和副教授。他的研究领域包括生存分析,精算和随机调度。他与其他学者合作发表了90篇以上学术论文在这些领域内的国际知名期刊上,包括Annals of Statistics, Journal of American Statistical Association, Statistics in Medicine, Statistica Sinica, Insurance Mathematics and Economics, Econometric Theory, Operations Research, Production and Operations Management, Naval Research Logistics and Journal of Scheduling.

    周宪在精算教育方面发挥过不少作用,包括领导香港理工大学的精算学士课程并教授多门主要的荣誉学士和硕士精算课程,如风险理论,寿险赔偿,生存模型,损失模型和置信度理论。


学术著作:


1. Cai, X. and Zhou, X. Optimal policies for perishable products when transportation to export market is disrupted. Production & Operations Management, 23, 907-923, 2014.

2. You, J. and Zhou, X. Asymptotic theory in fixed effects panel data seemingly unrelated partially linear regression models, Econometric Theory, 30, 407-435, 2014.

3. You, J. and Zhou, X. Efficient estimation in panel data partially additive linear model with serially correlated errors, Statistica Sinica, 23, 271-303, 2013.

4. Zhao, X.B. and Zhou, X. Estimation of medical costs by copula models with dynamic change of health status. Insurance: Mathematics and Economics, 51, 480-491, 2012.

5. Sun, L., Zhou, X. and Guo, S. Marginal regression models with time-varying coefficients for recurrent event data, Statistics in Medicine, 30, 2265-2277, 2011.

6. Cai, X., Wu, X. and Zhou, X. Stochastic scheduling subject to preemptive-repeat breakdowns with incomplete information. Operations Research, 57(5), 1236-1249, 2009.

7. Cai, X., Wang, L. and Zhou, X. Single-machine scheduling to stochastically minimize maximum lateness. Journal of Scheduling, 10, 293-301, 2007.

8. Cai, X. and Zhou, X. Deterministic and stochastic scheduling with team-work jobs. Naval Research Logistics, 51, 818-840, 2004.

9. Maller, R.A., Sun, L. and Zhou, X. Estimating the expected total number of events in a process. Journal of American Statistical Association, 97, 577-589, 2002.

10. Vu, H.T. and Zhou, X. Generalisation of likelihood ratio tests under nonstandard conditions. Annals of Statistics, 25, 897-916, 1997.