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王冠军
教授
数学学院
统计与精算系
电话:
邮箱:
wgjmath@seu.edu.cn
地址:
邮编:
210000
  • 王冠军,教授,博士生导师,主要研究方向为系统可靠性分析与维修优化,退化数据分析等。
    工作经历: 1999年7月起到东南大学工作至今
    教育经历: 1992-1996 兰州大学数学系,获得理学学士学位; 1996-1999 兰州大学数学系,获得理学硕士学位; 2005-2009 东南大学数学系,获得理学博士学位。

  • 研究方向:系统可靠性分析与维修优化,退化数据分析与试验设计等。


    近几年发表论文:

      

    1. Guanjun Wang, Yuanlin Zhang. Optimal repair–replacement policies for a system with two types of failures . European Journal of Operational Research 226 (2013) 500–506.

      

    2. Guanjun Wang,Yuanlin Zhang. Geometric process model for a system with inspections and preventive repair. Computers & Industrial Engineering 75 (2014) 13-19.

      

    3. Guanjun Wang, Yuanlin Zhang. Optimal replacement policy for a two-dissimilar-component cold standby system with different repair actions. International Journal of Systems Science 47( 5) (2016) 1021–1031.  


    4. Yuan Lin Zhang Guan Jun Wang.  An optimal age-replacement policy for a cold standby repairable system with priority in use and repair. International Journal of Systems Science: Operations & Logistics 3(4) (2016) 223-235.


    5. Wang H,Wang GJ, Duan FJ. Planning of step-stress accelerated degradation test based on the inverse Gaussian process. Reliability Engineering and System Safety , 154 (2016) 97–105.


    6.Yuan Lin Zhang Guan Jun Wang.An extended geometric process repair model for a cold standby repairable system with imperfect delayed repairInternational Journal of Systems Science: Operations & Logistics 3(3) (2016) 163-175.


    7.Guan Jun Wang, Yuan-Lin Zhang, and Richard C. M. Yam. Preventive Maintenance Models Based on the Generalized Geometric Process. IEEE Transactions on Reliability, (2017) 66(4): 1380-1388.


    8.Guan Jun Wang, Richard C.M. Yam. Generalized geometric process and its application in maintenance problems. Applied Mathematical Modelling 49 (2017) 554–567 


    9.Guanjun Wang, Rui Peng. A generalized δ-shock model with two types of shocks. International Journal of Systems Science: Operations & Logistics 4:4 (2017) 372-383.


    10. Yuan Lin Zhang Guan Jun WangAn Optimal Age-replacement Policy for a Simple Repairable System with Delayed Repair.Communications in Statistics - Theory and Methods  46 (6) (2017)  2837-2850.


    11. Yuan Lin Zhang Guan Jun WangAn extended geometric process repair model with delayed repair and slight failure typeCommunications in Statistics - Theory and Methods  46(1)  (2017) 427 - 437.


    12. Yuanlin Zhang,Guanjun Wang. A Geometric Process Repair Model for a Cold Standby Repairable System with

    Imperfect  Delay Repair and Priority in Use.Communications in Statistics - Theory and Methods 46(16) (2017)  8046-

    8058.


    13. Fengjun Duan  Guanjun Wang. Optimal step-stress accelerateddegradation test plans for inverse Gaussian

    process based on proportional degradation rate model.   Journal of Statistical Computation and Simulation (201888:2

    305-328.


    14. FengjunDuan, GuanjunWang, HuanWang. Inverse Gaussian Process Models for Bivariate DegradationAnalysis:

    A Bayesian PerspectiveCommunications in Statistics - Simulation and Computation(2018) 47:1, 166-186.


    15.Guanjun Wang, Fengjun Duan, Yifan Zhou. Reliability evaluation of multi-state series systems with performance sharing. Reliability Engineering and System Safety 173 (2018) 58–63.


    16. Y. L. Zhang  G. J. Wang. An extended geometric process repair modelwith imperfect delayed repair under

    different objective functions, Communications in Statistics -Theory and Methods, (2018) 47:13, 3204-3219.


    17. Guanjun Wang, Rui Peng, Liudong Xing. Reliability evaluation of unrepairable k-out-of-n: G systems with

    phased mission requirements based on record valuesReliability Engineering and System Safety 178 

    (2018) 191-197.


    18.Fengjun Duan & Guanjun Wang.Exponential-Dispersion Degradation Process ModelsWith Random Effects and 

    Covariates. IEEE Transactions on Reliability, (2018) 67(3) 1128-1142.


    19. Fengjun Duan & Guanjun Wang.Planning of step-stress accelerated degradation test based on non-stationary

    gamma process with random effects. Computers & Industrial Engineering 125 (2018) 467-479.




    会议论文:

    1. Duan F, Wang G. Reliability Modeling of Two-Phase Inverse Gaussian Degradation Process. The Second International Conference on Reliability Systems Engineering (ICRSE 2017), 2017 IEEE International Conference on. IEEE, 2017: 1-6.

      

    2. Duan F, Wang G. Reliability Modeling of Two-Phase Gamma Degradation Process. Software Quality, Reliability and Security Companion(QRS-C), 2017IEEE International Conference on. IEEE, 2017: 620-621.


  • 科研项目:


     1. 随机环境下系统的可靠性分析与维修策略研究(11671080) 2017.1-2020.12  国家自然科学基金面上项目

      

     2.冲击模型与几何过程维修(11271067) 2013.1-2016.12 国家自然科学基金面上项目

      

     3.几何过程维修在可靠性理论研究中的应用(10801032) 2009.1-2011.12 国家自然科学基金青年项目

      

  • 社会兼职  

      

    1.运筹学会可靠性分会理事

      

    2.江苏概率统计学会常务理事  

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