2665威尼斯

2665威尼斯欢迎您?,今天是?:?2018年6月8日 English |? 简体中文
凌智
发布日期:2018-09-04

 

姓名:凌智

研究领域:

生物数学,偏微分方程

教育背景:

2005.9-2009.6,扬州大学数学系,博士

2001.9-2004.6,扬州大学数学系,硕士

1994.9-1998.6,扬州大学数学系,学士

工作经历:

1998.8-现在, 扬州大学,助教、助理研究员、讲师、副教授、教授。

2009.10.1-2009.10.31, 丹麦科技大学数学系和Roskilde大学,访问。

2011.9-2012.2,丹麦科技大学数学系,访问。

讲授课程:

本科生:高等数学、线性代数、数值分析、计算机操作系统

研究生:数学物理方程、生物数学引论

科研项目:

1.2018.7-2021.8,国家自然科学基金面上项目,复标量场中量子化涡丝的动力学研究,参加。

2.2016.1-2019.12,国家自然科学基金面上项目,种群入侵的扩张准则及边沿特征,主持。

3.2015.1-2018.12,国家自然科学基金面上项目,随机进程代数模型的Fluid逼近问题研究,参加。

4.2012.1-2014.12,国家自然科学基金青年项目,大规模随机进程代数模型的死锁检测和性能分析,参加。

5.2009.1-2011.12,国家自然科学基金青年项目,参加。

6.2007.1-2009.12,国家自然科学基金面上项目,数学生态学中的某些非线性偏微分方程研究,参加。

7.2012.7-2015.8,江苏省自然科学基金面上项目,种群入侵的扩张特征研究,主持。

8.2012.7-2015.8,江苏省自然科学基金面上项目,时变微分系统的动力学行为研究,参加。

9.2010.1-2012.12,江苏省高校自然科学基金项目,基于偏微分方程的生物数学模型研究,主持

发表文章:

[1] C.P. Liu; Z. Ling, Relationship between soliton-like solutions and soliton solutions to a class of nonlinear partial differential equations. Commun. Theor. Phys. 43 (2005), 969-974.

[2] Z. Ling; M. Pedersen, Coexistence of two species in a strongly coupled cooperative model. Math. Comput. Modelling, 45 (2007), 371-377.

[3] C.R. Tian; L. Zhang; Z. Ling, The stability of a diffusion model of plankton allelopathy with spatio–temporal delays, Nonlinear Analysis: RWA, 10(2009), 2036-2046.

[4] Z. Ling; Q.L. Tang; Z.G. Lin, A free boundary problem for two-species competitive model in ecology, Nonlinear Analysis: RWA, 112010, 1775-1781.

[5] Z. Ling,; Z.G. Lin, Traveling wavefront in a Hematopoiesis model with time delay, Applied Mathematics Letters, 23(2010), no.4, 426-431.

[6] K. KwangIkZ.G. Lin, Z. Ling; Global existence and blowup of solutions to a free boundary problem for mutualistic model, Sci China Ser A, 3(2010), 2085-2095.

[7] C.R. Tian, Z. Ling and Z.G. Lin, Turing pattern formation in a predator-prey-mutualist system, Nonlinear Analysis: RWA,12 (2011) 3224-3237.

[8] Z. Ling; Z.G. Lin, Global existence and blowup analysis to single-species bacillus system with free boundary, Abstract and Applied Analysis,vol. 2011, Article ID 326386, 17 pages.

[9] Z. Ling; Z.G. Lin; M. Pedersen,Global Existence and Blowup for a Parabolic Equation with a Non-Local Source and Absorption, Acta Appl Math (2013) 124:171-186.

[10] Z. Ling; Z.G. Lin; M. Pedersen, A free boundary problem for a reaction-diffusion system with nonlinear memory, Z. Angew. Math. Phys.65(2014), 521-530.

[11] L.L. Zhu, Z. Ling and Z.G. Lin, Global existence and blow-up analysis to a cooperating model with self-diffusion, Advances in Difference Equations,  2014:166.

[12] C.Tian, Z.Ling, Z.Lin, Spatial patterns created by cross-diffusion, International Journal of Biomathematics,Vol. 7, No. 2 (2014)  

[13] Z. Ling; L. Zhang, Dynamical behavior of a harvest single species model on growing habitat, Bull. Korean Math. Soc. 51 (2014), 1357-1368.

[14] Z. Ling, L. Zhang, Z.G. Lin,Turing pattern formation in a predator–prey system with cross diffusion,Applied Mathematical Modelling, Applied Mathematical Modelling 38 (2014),5022–5032.

[15] Q.P. Lu, Z. Ling, Least energy solutions for an elliptic problem involving sublinear term and peaking phenomenon, Communications on Pure and Applied Analysis, 14(2015), 2411-2429.

[16] Z. Ling, L. Zhang, M. Zhu and M. Banerjee, Dynamical behaviour of a generalist predator-prey model with free boundary, Boundary Value Problems, (2017) 2017:139.

联系地址:

江苏省扬州市四望亭路18024004信箱,225002

电子邮箱:

zhling@yzu.edu.cn

zhlmath@hotmail.com




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