数学与统计学院教师简介——汪海玲

汪海玲 

博士、副教授、硕士生导师

Email: wanghl@gxnu.edu.cn;

             wanglingdang@163.com

简介：

汪海玲，女，中国共产党员，副教授，硕士生导师。博士毕业于香港城市大学，研究领域为微分方程与动力系统，美国《数学评论》评论员。主持完成国家自然科学青年基金、省自然科学基金课题3项，参与国家级和省部级项目多项。并在《Applied Mathematical Modelling》、《Nonlinear dynamics》、《Applied Mathematics and Computation》、《Journal of Applied Mathematics and Computing》等期刊发表SCI论文20余篇。

 [1]Hailing Wang，Zhang Chen*，Zuxiong Li*，Zhusong Chu，Junhua Li，Yezhi Lin*，Perturbation incremental method of limit cycle for a nonlinear conveyor belt system，Nonlinear dynamics，2021，2021（104）：3533-3545

 [2]Junhua Li, Hailing Wang*, Zuxiong Li, Zhusong Chu, Zhang Chen，Homoclinic Orbits of a Quadratic Isochronous System by the Perturbation-incremental Method, Journal of Nonlinear Modeling and Analysis, Volume 3, Number 1, 2021,3(1): 115–130

 [3]Zhusong Chu; Hailing Wang*; Zuxiong Li; Jun Cheng; Properties of a novel stochastic rock-paper-scissors dynamics, Journal of Applied Mathematics and Computing , 2020, 1(1).

 [4] Yu Mu, Zuxiong Li, Huili Xiang, Hailing Wang, Dynamical analysis of a stochastic multispecies turbidostat model, Complexity,  2019,4681205,18pages

 [5] Yong Yao, Zuxiong Li, Huili Xiang, Hailing Wang, Dynamic behaviors of a turbidostat model with Tissiet functional response and discrete delay,  Advances in Difference Equations,  2018, 2018: 106

 [6] Hailing Wang, Jicheng Zhang, and Xiao-Song Yang, The maximum amplification of perturbations in ecological systems, International Journal of Biomathematics. 10(1), 1750009 (2017) 21 pages

 [7] Zuxiong Li, Yu Mu, Huili Xiang, Hailing Wang, Existence and persistencs of positive solution for a stochastic turbidostat model, Advances in Difference Equations,  2017, 2017: 389

 [8]J. Cheng, Hailing Wang, S. Chen, Z. Liu, J. Yang, Robust delayderivativedependent statefeedback control  for  a  class  of  continuoustime  system  with  timevarying  delays, Neurocomputing 173 (2016) 827-834

 [9]H Zhang，J Cheng，Hailing Wang，Y Chen，H Xiang, Robust finite-time event-triggered H∞ boundedness for network-based Markovian jump nonlinear systems.  Isa Transactions, 2016, 63:32–38

 [10] Ronghua Tan, Hailing Wang, Huili Xiang, Zhijun Liu, Dynamic analysis of a nonautonomous impulsive single-species system in a random environment, Advances in Difference Equations, 2015(218), 17 pp, 2015

 [11] Yongli Cai, Shuling Yan, Hailing Wang, Xinze Lian, Weiming Wang, Spatiotemporal dynamics in a reaction-diffusion epidemic model with a time-delay in transmission, International Journal of Bifurcation and Chaos, 25(8) (2015)

 [12] Xinze Lian, Hailing Wang and Weiming Wang, Delay-driven pattern formation in a Reaction- diffusion predator-prey model incorporating a prey refuge, Journal of Statistical Mechanics: Theory and Experiment, 2013(04),  P04006

 [13] Xinze Lian, Yanhong Yue, and Hailing Wang, Pattern Formation in a Cross-Diffusive Ratio-Dependent Predator-Prey Model, Discrete Dynamics in Nature and Society, Volume 2012, 2012,  814069

 [14]Hailing Wang, Kwok-wai Chung, Analytical solutions of a generalized Duffing-harmonic oscillator by a nonlinear time transformation method, Physics Letters A 376 (2012) 1118–1124

 [15] Weiming Wang, Yezhi Lin, Hailing Wang, Houye Liu, Yongji Tan, Pattern selection in an epidemic model with self and cross diffusion, Journal of Biological Systems, 19(2011)19-31.

 [16]Hailing Wang, Dispersal permanence of periodic predatorprey model with Ivlevtype functional response and impulsive effects, Applied Mathematical Modelling, Volume 34, Issue 12，（2010）3713-3725

 [17] Weiming Wang, Lei Zhang, Hailing Wang, Zhenqing Li, Pattern formation of a predator–prey system with Ivlev-type functional response , Ecological Modelling, Volume 221, Issue 2, 24 （2010）131-140

 [18] Hailing Wang，Weiming Wang，The dynamical complexity of a Ivlev-type prey–predator system with impulsive effect，Chaos, Solitons & Fractals, Volume 38, Issue 4, （2008） 1168-1176

 [19] Weiming Wang, Hailing Wang，Zhenqing Li，Chaotic behavior of a three-species Beddington-type system with impulsive perturbations，Chaos, Solitons & Fractals, Volume 37, Issue 2, （2008） 438-443

 [20] 汪海玲，钟守铭，田宝丹，Permanence and existence of periodic solutions of a predator-prey patchy model with dispersal and time delay，生物数学学报，Volume 22，Nos.1， (2007) 25-36

 [21]Weiming Wang, Hailing Wang，Zhenqing Li，The dynamic complexity of a threespecies Beddingtontype food chain with impulsive control strategy，Chaos, Solitons & Fractals, Volume 32, Issue 5, (2007)1772-1785

 [22] Zhenqing Li, Weiming Wang，Hailing Wang，The dynamics of a Beddingtontype system with impulsive control strategy，Chaos, Solitons & Fractals, Volume 29, Issue 5, (2006)1229-1239

 [23] Hailing Wang，Shouming Zhong，Asymptotic behavior of solutions in nonautonomous predator–prey patchy system with beddington-type functional response，Applied Mathematics and Computation, Volume 172, Issue 1, (2006) 122-140

 [24] Hailing Wang，Zhenqing Li，Weiming Wang，Dynamic Complexity of a Beddington-type System with Impulsive Perturbations，Differential Equations and Dynamical Systems ，Volume 14, Nos.1/2, (2006) 57-79.