长沙理工大学数学与统计学院研究生导师基本信息表

1、个人基本信息：

姓 名： 李景
性 别：女

出生年月： 1981.11
技术职称：副教授

毕业院校： 中南大学
学历（学位）：博士

所在学科：应用数学
研究方向：偏微分方程、反问题

2、教育背景：

2006.9-2009.6
中南大学应用数学专业
博士

2003.9-2006.6
长沙理工大学应用数学专业
硕士

1999.9-2003.6
长沙理工大学应用数学专业
学士

3、工作经历：

2014.1-至今
长沙理工大学数统学院
副教授

2018.8-2018.8
香港浸会大学数学系
访问****

2015.4-2016.4
澳大利亚昆士兰科技大学数学系
访问****

2012.12-2013.2
香港城市大学数学系
访问****

2010.8-2012.8
北京应用物理与计算数学研究所
博士后

2009.7-2013.12
长沙理工大学数学与统计学院
讲师

4、主要学术专著：


5、主讲课程：

Sobolev空间、偏微分方程


6、代表性学术论文：

[1]Liu F. ,Feng L., Anh Vo , LiJ., Unstructured-mesh Galerkin finite element method
for the two-dimensional multi-term time–space fractional Bloch–Torrey equations
on irregular convex domains, Computers and Mathematics with Applications,
2019.8.1, 78(5): 1637~1650.
[2] Li X. , Li Y., Liu, Z. , Li J., Sensitivity analysis for optimal control problems
described by nonlinear fractional evolution inclusions, Journal of Fractional
Calculus and Applied Analysis, 2018, 21(6): 1439~1470.
[3] Li J., Liu F., Feng L., Turner I., A novel finite volume method for the Riesz space
Distributedorderadvection-diffusion equation, Applied Mathematical Modelling, vol.46,
2017: 536-553.
[4]Li J, Liu J. Z., Korakianitis T., Wen P.H., Finite block method in fracture analysis with
functionally graded materials, Engineering Analysis with Boundary Elements, vol.82,
2017: 57-67.
[5]Li J, Liu F., Feng L., Turner I., A novel finite volume method for the Riesz space
distributedorderdiffusion equation, Computers and Mathematics with Applications,
vol.74, 2017: 772-783.
[6]Li J., Guo B. L., Divergent Solution to the Nonlinear Schr¨odinger Equation with the
CombinedPower-Type Nonlinearities, Journal of Applied Analysis and Computation,
vol.7, 2017: 249-263.
[7] Li J, Huang T., Yue J.H., Shi C., Wen P.H., Anti-plane fundamental solutions of
Functionallygraded materials and applications to fracture mechanics, Journal of Strain
Analysis for EngineeringDesign, vol.52, 2017: 1-12.
[8] Li J., Shi C., Wen P.H., Numerical analysis for cracked functionally graded materials by
Finiteblock method, Key Engineering Materials, vol.754, 2017.
[9]Feng L., Zhuang P., Liu F., Turner I., Li J, High-order numerical methods for the
Rieszspace fractional advection?dispersion equations, Computers and Mathematics with
Applications, 2016,http://dx.doi.org/10.1016/j.camwa.2016.01.015
[10]Feng L., Zhuang P., Liu F., Turner I., Anh V., Li J., A fast second-order accurate
method fora two-sided space-fractional diffusion equation with variable coefficients,
Computers and Mathematicswith Applications, vol. 73, 2017, 1155-1171.
[11]Li J., Guo B. L., Parameter identification in fractional differential equations, Acta
MatematicaScientia, vol. 33, 2013: 855-864.
[12]Li J., Guo B. L., The quasi-reversibility method to solve heat equations with mixed
Boundaryvalues, Acta Mathematica Sinica, English Series, vol. 29, 1617-1628.
[13]Xu Y. J.,Li J., Liu Z. H., Controllability for a parabolic equation with a nonlinear term
involving the state and the gradient. Journal of Applied Mathematics and Computing, vol.
29, 2009:197-206.
[14]Li J., Xu Y. J., An inverse coefficient problem with nonlinear parabolic equation, Journal
OfApplied Mathematics and Computing, vol. 34, 2010: 195-206.
[15]Li J, Deng Y. J., Fast Compression Algorithms for Capsule Endoscope Images, 2nd
InternationalCongress on Image and Signal Processing, 2009: 212-215.
[16 ]Liu Z. H., Li J., Li Z. W., Regularization method with two parameters for nonlinear
ill-posedproblems, Science in China Series A: Mathematics, vol. 51, 2008: 70-78.
[17]Xu Y. J., Liu Z. H., Li J., Identification of nonlinearity in k-approximate periodic
Parabolicequations, Nonlinear Analysis, vol. 71, 2009: 691-696.
[18]Li J., Wang F., Simplified Tikhonov regularization for two kinds of parabolic equations,
Journalof Korean Mathematical Society, vol. 48, 2011: 311-327.
[19]Li J., Liu Z. H., Convergence rate analysis for parameter identification with semi-linear
Parabolicequation, Journal of inverse and ill-posed problems, vol. 17, 2009: 373-383.

7、已完成或已在承担的主要课题：

[1] 主持国家自然科学基金青年项目，NSFC**，多项时间-空间分数阶波动扩散方程及其应用，2014/01-2016/12，12万元。
[2] 主持国家自然科学基金数学天元项目，NSFC **，分数阶扩散方程中未知参数的求解，2013/01-2013/12，3万元。
[3] 主持湖南省教育厅优秀青年项目，17B003，移动边界上空间、时间分数阶对流扩散方程，2017/09-2020/09，7万元。
[4] 主持湖南省自然科学基金青年项目，2018JJ3519，求解空间、时间分布阶对流扩散方程，2018/01-2020/12,5万元。
8、联系方式：

联系电话

Email
lijingnew@126.com

办公地址
长沙理工大学云塘校区理科楼A412
通信地址
湖南省长沙市天心区万家丽南路二段960号长沙理工大学数学与统计学院