Dr Yanqin Liu

    Find Yanqin Liu on

    Dr. Yanqin Liu received her master’s degree in Shandong University of Applied Mathematics in 2006.06 and received her Ph.D. degree in Tianjin University of Control Science and Engineering in 2011.07. In the past ten years, she has studied and researched the analytical and numerical methods for the fractional differential equations, and she has been engaged in this research and has got some achievements.

     

    Yanqin Liu is a lecturer in School of Mathematical Sciences, Dezhou University, China.

    She visited QUT from 2017.01 to 2018.01.

     

    Publications：

    [1] Yanqin Liu *，Hongguang Sun，Xiulin Yin，Baogui Xin. A new Mittag-Leffler function undetermined coefficient method and its applications to fractional homogeneous partial differential equations, Journal of Nonlinear Sciences and Applications, 2017, 10: 4515-4523.

    [2] Yanqin Liu* ，Wen Chen. A new iterational method for ordinary equations using Sumudu transform. Advances in Analysis, 2016,2(1): 89-94.

    [3] Yanqin Liu*, Lihua Dong. Approximate solutions of multi-order fractional advection-dispersion equation with non-polynomial conditions, International Journal of Numerical Methods for Heat and Fluid Flow, 2015, 25(1): 57-67.

    [4] Yanqin Liu*, Limei Yan. Solutions of fractional Konopelchenko-Dubrovsky and Nizhnik-Novikov-Veselov equations using a generalized fractional subequation method, Abstract and Applied Analysis, Volume 2013, Article ID 839613,7 pages.

    [5] Yanqin Liu*. Study on space-time fractional nonlinear biological equation in radial symmetry, Mathematical Problems in Engineering, Volume 2013, Article ID 654759, 6 pages.

    [6] Yanqin Liu*, Fengsheng Xu, Xiuling Yin. Variational approximate solutions of fractional nonlinear nonhomogeneous equations with Laplace transform. Abstract and Applied Analysis, Volume 2013, Article ID 819268, 9 pages.

    [7] Yanqin Liu*. Approximate solutions of fractional nonlinear equations using homotopy perturbation transformation method, Abstract and Applied Analysis, Volume 2012, Article ID 752869, 14 pages.

    [8] Yanqin Liu*. Variational homotopy perturbation method for solving fractional initial boundary value problems, Abstract and Applied Analysis, Volume 2012, Article ID 727031, 10 pages.

    [9] Yanqin Liu*, B.G. Xin. Numerical solutions of a fractional predator-prey system, Advances in Difference Equations, Volume 2011, Article ID 190475,11 pages.

    [10] Yanqin Liu*, Junhai Ma. Exact solutions of a generalized multi-fractional nonlinear diffusion equation in radial symmetry, Communications in Theoretical Physics, 52(5): 857-861, 2009.

    [11] Yanqin Liu*, Junhai Ma, Xiaoyun Jiang, A kind of radial symmetry fractional nonlinear diffusion equation and its solution, 44(12): 64-70, 2009. (in Chinese)

    [12] Yanqin Liu*. Study on multi-order fractional Fokker-Planck equation by variational iteration method, Journal of Fractional Calculus and Applications, 2(3): 1-8, 2012.

    [13] Yanqin Liu*. General solutions of space fractional fisher’s nonlinear diffusion equation, Journal of Fractional Calculus and Applications, 1(2): 1-8, 2011.

    [14] Mingfeng Zhang, Yanqin Liu*, Xiaoshuang Zhou. Efficient Homotopy perturbation method for fractional non-linear equations using Sumudu transform, Thermal Sciences, 2015, 19(4): 1167-1171.

    [15] Xiufeng Gu, Qiuya Wang, Meng Zhang, Yanqin Liu*. Approximate solutions of fractional non-linear evolution equations, Thermal Sciences, 2014, 18(5): 1553-1556.

    [16] Lianxiang Cui, Limei Yan, Yanqin Liu*.New exact solutions of fractional Hitora-satsuma coupled Korteweg-de Vries equations, Thermal Science, 2015, 19(4):1173-1176.

    [17]Yanqin Liu*, Xiuling Yin, Linlin Zhao. Approximate solutions of fractional wave equations using variational iteration method and Laplace transform, Electronic Journal of Mathematical Analysis and Applications, 2015, 3(2): 297-303.

    [18] Junhai Ma, Yanqin Liu*. Exact solutions for a generalized nonlinear fractional Fokker- Planck Equation, Nonlinear Analysis: Real World Applications, 11(1): 515-521, 2010.

    [19] Baogui Xin*, Tong Chen, Yanqin Liu. Projective synchronization of chaotic fractional-order energy resources demand-supply systems via linear control. Communications in Nonlinear Science and Numerical Simulation, 16(11): 4479-4486, 2011.

    [20] Baogui Xin*, Tong Chen, Yanqin Liu. Complexity evolvement of a chaotic fractional-order financial system, Acta Physica Sinica, 60(4): 048901-1-6, 2011.

    [21] Baogui Xin*, Tong Chen, Yanqin Liu. Synchronization of chaotic fractional-order Moore- Spiegel systems with fully unknown parameters. 7th International Conference on Natural Computation, 1406-1409, Shanghai, 2011.07.26-28.

    [22] Baogui Xin*, Tong Chen, Yanqin Liu. Synchronization of chaotic fractional-order WINDMI systems via linear state error feedback control, Mathematical Problems in Engineering, Volume 2010, Article ID 859685, 10 pages.

    [23] Baogui Xin*，Junhai Ma, Tong Chen, Yanqin Liu. A fractional model of Labyrinth chaos and numerical analysis, International Journal of Nonlinear Science & Numerical Simulation, 11(10): 837-842, 2010.