Jianjun Zhou

　　 　　

Name: Jianjun Zhou, associate professor & master supervisor ,

College of Science, Northwest A&F University

Sex:M ale

Nationality: Chinese

Address: No. 22 Xinong Road, Yangling, Shaanxi 712100, P.R. China

E-mail: zhoujianjun@nwsuaf.edu.cn

Education Background

Ÿ Jun., 2011  Doctor’s degree in Probability and Mathematical Statistics,College of Mathematics and Statistics, Huazhong University of Science and Technology, Wuhan, P.R. China

Ÿ Jun., 2006    B.S. degree in Applied Mathematics, College of Mathematical, Science, Liaocheng University, Liaocheng, P.R. China

Employment Experience

Ÿ Jul., 2011-Present  Associate professor in College of Science, Northwest A&F University

Research Field

Ÿ Stochastic optimal control

Courses Offered

Ø For undergraduate students:

Ÿ Mathematical analysis, Probability theory (professional course)

Ÿ Probability theory (public course)

Ÿ Advanced mathematics B

Ÿ Probability theory and mathematical statistics

Ø For postgraduate students:

Ÿ Measure theory, Stochastic process

Ÿ Stochastic differential equation

Ÿ Stochastic evolution equation

Research Projects

Ÿ Jan., 2015-Dec., 2017 Optimal control problems for stochastic delay equations based on viscosity solutions(Youth Project) supported by National Natural Science Foundation of China(Grant No.:11401474)

Ÿ Jan., 2021-Dec., 2022  Viscosity solutions of general second-order HJB equation in continuous functions space and applications supported by Shaanxi Natural Science Foundation (Grant No.:2021JM-083)

Ÿ Jan., 2017-Dec., 2018 Optimal control for path-dependent stochastic equations (General Project) supported by Shaanxi Natural Science Foundation(Grant No.:2017JM1016)

Ÿ Jian., 2014-Dec., 2015  Optimal control problems for stochastic delay equations and viscosity solutions for second-order HJB equations(Youth Project) supported by Shaanxi Natural Science Foundation (Grant No.:2014JQ1035)

Representative Papers

[1] Jianjun Zhou*. Viscosity solutions to first order path-dependent Hamilton-Jacobi-Bellman equations in Hilbert space (regular paper)[J].   Automatica ,2022. doi:10.1016/j.automatica.2022.110347.

[2]Jianjun Zhou, Bin Liu*. The existence and uniqueness of the solution for non-linear Kolmog orov equations[J].  Journal of Differential Equations , 2012, 253(11): 2873-2915.

[3]Jianjun Zhou*. A class of infinite-horizon stochastic delay optimal control problems and a viscosity solution to the associated HJB equation[J].  Esaim Control Optimisation & Calculus of Var iations , 2018, 24(2): 639-676.

[4]Jianjun Zhou*. A notion of viscosity solutions to second-order Hamilton-Jacobi- Bellman equations with delays[J].  International Journal of Control , 2021, doi:10.1080/00207179.2021.1921279.

[5]Jianjun Zhou*. Delay optimal control and viscosity solutions to associated Hamilton-Jacobi-Bellman equations[J].  International Journal of Control , 2019, 92(10): 2263-2273.