2011.4.25-29International Conference on SPDE,南開大學。(邀請報告)
2011,513—6.103.徐州師范大學,(學術訪問)
2010.6.7---6.114浙江大學,.
2011.7.18-225.Bielefeld University,德國,.(邀請報告)
2011.7.25-29.6.Loughborough University,英國,(邀請報告)
2011,11.13-17 中國數學會第十一次全國代表大會,四川大學。(邀請報告)
2012,7.15-18 The 8th Workshop on Markov Processes and Related Topics,北京師范大學(邀請報告)
2012. 09 – 11 SPDEs - Follow-up Meeting,Isaac Newton Institute for Mathematical Sciences, 英國劍橋大學(邀請報告)
2012.12.3-6 Analysis and Control of stochastic Partial differential Equations復旦大學(邀請報告)
2013.6.24-28 The Second Pacific Rim Mathematical AssociationCongress, 上海(邀請報告)
2013 6. 10-14 Russian-Chinese Seminar on Asymptotic Methods in Probability Theory and Mathematical Statistics, June 10-14 , 2013, Euler International Mathematical Institute, St. Petersburg, RUSSIA(邀請報告)
2013.6 6-13,The 9th Workshop on Markov Processes and Related Topics, Ermei Campus of Southwest Jiaotong University, Sichuan Province, (邀請報告)
2013.6.30-7.4The Fourth IMS-China International Conference on Statistics and Probability (IMS-China ICSP2013) (邀請報告)
2013.715-18 The Third International Conference on Random Dynamical Systems, S. S. Chern Institute of Mathematics, Nan Kai, Tianjin, China (邀請報告)
主要論文目錄
1. Zhao Dong,Wenbo. LI, Jian Liang Zhai, STATIONARY WEAK SOLUTIONS FOR STOCHASTIC 3D NAVIER--STOKES EQUATIONS WITH LEVY NOISE,Stochastics and Dynamics, Vol. 12, No. 1 (2012),1-22。
2. Zhao Dong, Lihu,Xu, Xicheng Zhang,INVARIANT MEASURES OF STOCHASTIC 2D- NAVIER--STOKES EQUATIONS DRIVEN BY STABLE PROCESSES, Elect. Comm. in Probab. 8 (2011) 1-11.
3. Dong Zhao,Zhai jian Liang,Martingale Solutions and Markov Selection of Stochastic 3D-Navier-Stokes Equations with Jump, J. Diff. Equation,250 (2011) 2737-2778.
4. Dong Zhao, Xie Ying Chao, Ergodicity of stochastic 2D Navier-Stokes equations with Levy Noise,J. Diff. Equations, 251(2011) 196-222.
5. Dong Zhao, Xie Ying Chao, Ergodicity of linear SPDE driven by Levy noise, J. Syst. Sci. Complex. 23(2010) 137–152.
6. Kai-Yuan Cai, Ping Cao,Zhao Dong Ke Liu, Mathematics modeling of Software reliability testing with imperfect Debugging, Computers and Mathmatics with Applications, 59(2010),3245-3285.
7. Dong Zhao, Xu Tian Ge, Zhang Tu Sheng, Invariant measure and stability for the solution of infinite stochastic equation, Stocha. pro.and Their Application,119(2009), 410-427.
8. Zhao Dong, Ying Chao Xie, Global solutions of stochastic 2D Navier-Stokes equations with L´evy Noise, Science in China, 52(7) (2009), 1497-1524.
9. Xian-Yuan Wu, Zhao Dong Ke Liu, and Kai-Yuan Cai On the Degree Sequence and its Critical Phenomenon of an Evolving Random Graph Process, J. Appl. Prob,46(2009), 1213-1220.
10. Z. Dong, The uniqueness of invariant measure of the Burgers equation driven by Levy processes, J. Theore. Prob.21 (2008), 322-335.
11. Kai-Yuan, Cai, Z. Dong, K. Liu,Software Testing Processes as a Linear Dynamic System, Information Science , 178(6) (2008), 1558-1597.
13. Z.Dong,T.G.Xu, One-Dimensional Stochastic Burgers Equation Driven by Levy processes,Journal of Functional Analysis, 243(2007), 631-678.
14. Kai-Yuan, Cai, Dong Zhao, Ke Liu, Zhi Gang Bai(2007), A Mathematical Modeling Framework for Software Reliability Testing,International Journal of General Systems,Volume 36(4), 399–463.
16. Z.Dong, S.Feng(2004), Occupation time processes of super-Brownian motion with cut-off branching, J. Appl. Prob. 41, 984-997.
17. C.W.Li and Z.Dong, On Kernel Estimations and Invariant Measures of Stochastic Jump Diffusions, Dynamics of Continuous, Discreate and Impulsive Systems Series A, Vol. 10(2003), No. 1-3, 373-387.
18. C.W.Li, Z.Dong and R.Situ Almost sure stability of linear stochastic differential equations with jumps, Probability Theory and Related Fields,123(1) (2002),,121-155.
19. Z.Dong, Cr,p-Capacity associated with Hunt processes, Osaka J. Math.,37(2000),261-271.