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中国石油大学北京理学院导师教师师资介绍简介-张毅【教授】

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张毅,男,汉族,1961年5月生于江苏徐州。1978.3- 1982.2年在徐州师院学习,获学士学位;1990 –1993年在中国科学院数学研究所学习,获理学博士;2001.9 –2004.9在加拿大University of Waterloo学习,获理学博士(第二博士学位)。1994年被评为江苏省优秀骨干教师;1995年被江苏省教委评为先进科技工作者;1996年被评为江苏省普通高校跨世纪学术带头人培养人选;1995年晋升教授。1982.3—2001.7在徐州师范大学数学系工作。2005—至今在中国石油大学(北京)工作。1999.3—1999.12在美国Florida Institute of Technology做访问;2000.1—2000.8在加拿大Waterloo大学从事合作研究。自2001年以来,先后到过美国、加拿大、澳大利亚、法国、中国香港进行学术访问,从事合作研究。
长期从事微分方程理论及其应用的研究。主要研究方向和研究兴趣包括泛函微分方程理论及应用;脉冲、切换系统理论及应用;混合系统及其在网络和控制和石油工程中的应用;随机混合动力系统的理论及其应用等。自1987年以来,在《中国科学》、《数学学报》、《应用数学学报》、《数学进展》、《Nonlinear Analysis》、《IEEE Trans. Circuits Systems》、《Dynamics of Continuous, Discrete and Impulsive Systems》、《Math. Problem. in Engineering》、《ANZIAM J》、《Nonlinear Analysis: Hybrid Systems》、《Zeitschrift für Naturforschung A》、《Nonlinear Dynamics》、《Abstract and Applied Analysis》等国内外学术刊物发表论文50余篇。现在是国际杂志《Dynamics of Continuous, Discrete and Impulsive Systems》和《Journal of Nonlinear Systems and Applications》的编委。
通信地址:北京市昌平区中国石油大学理学院, 102249
E-mail:z_y11@126.com.
办公电话:

主持科研项目
1994-1996 非线性微分方程解的稳定性和周期解的存在性,江苏省教委自然科学基金;
1996-1998 微分方程解的定性分析,江苏省教委自然科学基金;
1997-2000 微分方程极其应用,江苏省教委青蓝工程基金;
2006-2008滞后型混合系统的定性分析及其应用,教育部留学回国人员科研启动基金;
2008-2010 深盆气藏成藏过程数值模拟,中石油创新基金;
2011-2013 混合动力系统的动力学分析及其在石油工程中的应用(国家自然科学基金);
2011-2013 利用核磁共振测井进行页岩气勘探的理论与方法研究 中石油创新基金;
2012-2013 塔河油田基于频谱分析技术的储层预测研究(中国石油化工集团公司);
2013-2014 准噶尔火成岩岩性识别及岩相划分方法研究(中石化胜利石油工程有限公司测井公司);
2014-2017 随机混合动力系统的渐进性质及其应用(国家自然科学基金)。

主要科研成果

1. 张毅,《非线性时变大系统的关联稳定性》,控制理论与应用,4(3)(1987),48-56.
2. Zhang, Y 《The stability of large scale differential difference system》,Ann. Differential Equations, 3(4)(1987), 483-506.
3. 张毅,章毅,王慕秋,《时变线性大系统在结构扰动下的平稳震荡》,应用数学学报,11(4)(1988),404-409.
4. 章毅,张毅,《非线性大系统的零解的稳定性》,纯粹数学与应用数学,4(4)(1988), 101-103.
5. 张毅,《时滞大系统零解的稳定性》,数学季刊, 3(4)(1988),25-30。
6. 张毅,王慕秋,《离散大系统关于部分变元的关联稳定性》,应用数学学报,12(4)(1989), 430-439.
7. 张毅,《一类线性周期系统的平稳震荡》,数学季刊,4(4)(1989),95-97.
8. 章毅,张毅,《关于二阶常系数线性中立型方程的周期解》,数学学报,33(4)(1990), 517-520.
9. Wang, L., and Zhang, Y., 《On stability of the large scale systems with time-lag under structural perturbations》, Annals of Differential Equations, 6(4)(1990), 445-453.
10.章毅,张毅,《非线性无穷时滞大系统的稳定性》,数学季刊,5(3)1990,100-101.
11. Zhang, Y., and Zhang, Y., 《The necessary and sufficient condition for the existence of periodic solutions of a type of neutral functional differential equations》, ACTA Math. Appl. Sinica, 7(1)(1991), 74-79.
12.张毅,周明儒,史瑞生,《一类滞后型系统的稳定性》,纯粹数学与应有数学,8(1)(1992), 108-111.
13. 王联,张毅,章毅,《非线性滞后系统的稳定性判据》,科学通报,38(16)(1993), 1445-1448.
14. 张毅,章毅,王慕秋,《非线性滞后微风不等式极其应用》,科学通报,38(16)(1993), 1455-1458.
15. Zhang, Y., and Zhu, Y., 《 On the estimation of solution and the existence of periodic solutions of a mixed type of volterra integro-differential equations》, Dynamical systems,1993, 311-320.
16. Zhang, Y., Zhang, Y., and Wang, L., 《The K-stability of nonlinear delay systems》, Sci. China (Series A), (中国科学),37(6)(1994), 641-652.
17. Zhang, Y., and Zhang, Y., 《The stability of linear PDE with infinity delay》, INT.J.System SCI, (1995).
18. Zhang, Y., and Zhang, Y., 《Stability of nonlinear analytic integrodifferential equations》, Nonlinear Anal. 24(11)(1995).
19. 张毅,《一类非线性积分微风方程解的性态》,系统科学与数学,16(2)(1996), 97-104.
20. Zhang, Y., 《Criteria for boundedness of fuzzy differential equations》, Math. Inequal Appl. 3(3) (2000), 399-410.
21. Lakshmikantham, V., Zhang, Y., 《Strict practical stability of delay differential equation》, Appl. Math. Comput. 122(3) (2001), 341-351.
22. Liu, X., Shen, X., and Zhang, Y.,《Stability analysis of a class of hybrid dynamic systems》, DCDIS Ser. B Appl. Algorithms, 8(3)(2001), 359-373.
23. Liu, X., Shen, X., and Zhang, Y., 《Absolute stability of nonlinear systems with time delays and applications to neural networks》, Math. Probl. In Engineering, 7(2001), 413-431.
24. Zhang, Y., and Zhang, Y., 《Theory of functional differential equations with initial data difference》, Dynam Systems Appl, 10 (4)(2001), 523-532.
25. Lakshmikantham, V., Zhang, Y.,《Strict stability of delay differential equation》, Commun. Appl. Anal. 6(3)(2002),393-401.
26. Zhang, Y., and Zhang, B., 《Impulsive differential equations with initial time difference and applications》, DCDIS, 9(2002),439-447.
27. Liu, X., Shen, X., and Zhang, Y., 《Exponential stability of singularly perturbed systems with time delay》, Applicable Analysis, 82(2003), 117-130.
28. Liu, X., Teo, K. L., and Zhang, Y., 《Absolute Stability of Impulsive Control Systems with Time Delay》, Nonlinear Anal., 62 (2005), 429—453.
29. Liu, X., Shen, X., and Zhang, Y.,《A comparison principle and stability for large-scale impulsive delay differential systems》,ANZIAM J. (Australian Mathematical Society), Vol.47, 203-235, 2005.
30. Liu, X., Shen, X., and Zhang, Y., Wang,Qing.《Stability Criteria for Impulsive Delay Systems with Unstable System Matrices》,IEEE Transactions on Circuits and Systems I: Fundamental Theory and Applications, Vol. 54(10), Oct. 2007, 2288-2298.
31. Zhang, Y, Liu, X.and Shen, X.《Stability of switched systems with time delay》,Nonlinear Analysis: Hybrid Systems, Vol.1(1), 2007, 44-58.
32. Yi Zhang, Lijun Wang,《Impulsive Control of Neural Networks》,DCDIS, Vol.14 (A)(S1) (2007), 67-71.
33. Lei Zhou, Shiji Song, Yi Zhang, 《A Multi-Objective Model and Algorithm for Supplier Selection》,DCDIS, Vol.14 (A)(S1) (2007), 197-201.
34. Y. Zhang, J. Yang, R. Xie and W. Zhang,《Practical Set Stability of Switched Linear Systems》,Dynamics of Continuous, Discrete and Impulsive Systems,Series B: Vol. 17, No. 4, 565-580, 2010.
35. Ruijun Xie, Yi Zhang, Hongting Shi, Yao Lu,《Harvesting on the mature individuals of a single population model with impulsive toxin input and time delays》, Journal of Nonlinear Systems and Applications, 1(1): 80-86, 2010.
36. Xie, G., Zhang, Y., Cui, X. and Yang,L.《3D Numerical Simulation of the Deep Basin Gas Trapping Process》,DCDIS, 18 (B) (2011), 867-877.
37. Fangxia Lu, Yi Zhang, Hongting Shi2 and Min Wang,《stochastic infinite delay lotka-volterra model with markovian switching》, Dynamics of Continuous, Discrete and Impulsive Systems Series A: Mathematical Analysis 19 (2012) 251-269.
38. Lei Han, Yi Zhang* and Min Wang, 《Stability of Uncertain Switched Stochastic Integro-Differential Delay Systems》, DCDIS, 19 (A) , 757-772, 2012.
39. Xu Tao*, Xin Ping-Ping, Zhang Yi, Li Juan. 《On the N-th iterated Darboux transformation and soliton solutions of a coherently-coupled nonlinear Schrödinger system》, Zeitschrift für Naturforschung A. Vol.10, pp 261-271, 2012.
40. Xu Tao*, Zhang Yi. 《Fully resonant soliton interactions in the Whitham–Broer–Kaup system based on the double Wronskian solutions》, Nonlinear Dynamics, 73(1-2), pp 485-498, 2013/7.
41. 时红廷,张毅*,王芳,张建龙,郑崇友,《Z2对称分岔问题中高阶项集合的注释》,数学进展,41(3),361—372,2012.
42. Hongting Shi, Yi Zhang, Xiaosheng Zhang,Fang Wang and Wenmin Zhang, 《Note of a theorem in singularity theory》, Dynamics of Continuous, Discrete and Impulsive Systems Series A, 20 (2013) 629-639.
43. Yi Zhang, Yuyun Zhao, Honglei Xu, Hongting Shi, and Kok Lay Teo, 《On Boundedness and Attractiveness of Nonlinear Switched Delay Systems》, Abstract and Applied Analysis, pp 1-8, 2013.
44. Yue Shi,Yi Zhang* and Ruijun Xie, 《The Convergent Properties of AIMD /RED Systems》, Dynamics of Continuous, Discrete and Impulsive Systems, Series A;, 20, pp 83-101, 2013.
45. Xi Qiao, Yi Zhang, Shuping Wang and Chujun Liu, 《Stability of Stochastic Interval System with Distributed Delays》, Nonlinear Dynamics and Systems Theory, 14 (2) (2014) 134–147.





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