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个人信息Personal Information
教授 博士生导师 硕士生导师
性别：女
毕业院校：山东大学
学历：博士研究生毕业
学位：理学博士学位
在职信息：在职
所在单位：数学学院
入职时间：1986-07-01
学科：应用数学
办公地点：知新楼B座
联系方式：Email: wqjxyf@sdu.edu.cn
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- [61] 续焕英 and 蒋晓芸. Analysis of the time fractional dual-phase-lag Cattaneo diffusion equation. 2014.
- [62] 蒋晓芸 and 陈善镇. Fractional Heat Flow Model In Tissue Containing A Prevascular Tumor. 2012.
- [63] 张慧 , 蒋晓芸 and 郑如梦. Chebyshev-Legendre spectral method and inverse problem analysis for the space fractional Benjamin-Bona-Mahony equation. Numerical Algorithms, 84, 513-536, 2020.
- [64] 杨秀 , 蒋晓芸 and 张慧. Finite difference spectral approximation for the time-space fractional telegraph equation and its parameter estimation. Mathematical methods in the applied sciences, 42, 6475-6489, 2019.
- [65] 张慧 , 蒋晓芸 , 曾凡海 and George Em Karniadakis. A stabilized semi-implicit Fourier spectral method for nonlinear space-fractional reaction-diffusion equations. Journal of Computational Physics, 405, 109141, 2020.
- [66] 迟晓庆 , 于波 and 蒋晓芸. Parameter estimation for the time fractional heat conduction model based on experimental heat flux data. Applied Mathematics Letters, 102, 106094, 2020.
- [67] 于波 and 蒋晓芸. Temperature prediction by a fractional heat conduction model for the bi-layered spherical tissue in the hyperthermia experiment. International Journal of Thermal Sciences, 145, 105990, 2019.
- [68] 郑如梦 , 蒋晓芸 and 张慧. Efficient and accurate spectral method for the time-fractional dual-phase-lag heat transfer model and its parameter estimation. Mathematical Methods in the Applied Sciences, 43, 2216-2232, 2020.
- [69] 贾俊青 , 蒋晓芸 , 杨秀 and 张慧. A Fourier spectral method for the nonlinear coupled space fractional Klein-Gordon-Schrödinger equations. Zeitschrift für Angewandte Mathematik und Mechanik, 100, e201800314, 2019.
- [70] 范文萍 , Ian Turner , 刘发旺 and 蒋晓芸. Some novel numerical techniques for an inverse problem of the multi-term time fractional partial differential equation. Journal of Computational and Applied Mathematics, 336, 114-126, 2018.
- [71] 张慧 , 贾俊青 and 蒋晓芸. An optimal error estimate for the two-dimensional nonlinear time fractional advection-diffusion equation with smooth and non-smooth solutions. Computers & Mathematics with Applications, 79, 2819-2831, 2020.
- [72] 张慧 and 蒋晓芸. Unconditionally convergent numerical method for the two-dimensional nonlinear time fractional diffusion-wave equation. Applied Numerical Mathematics, 146, 1-12, 2019.
- [73] 陈善镇 , 刘发旺 , 蒋晓芸 , Ian Turner and Kevin Burrage. Fast finite difference approximation for identifying parameters in a two-dimensional space-fractional nonlocal model with variable diffusivity coefficients. SIAM Journal On Numerical Analysis, 54, 606-624, 2016.
- [74] 杨秀 , 蒋晓芸 and 康建宏. Parameter identification for fractional fractal diffusion model based on experimental data. Chaos, 29, 083134, 2019.
- [75] 于波 , 蒋晓芸 and Wang Chu. Numerical algorithms to estimate relaxation parameters and Caputo fractional derivative for a fractional thermal wave model in spherical composite medium. Applied Mathematics and Computation, 274, 106-118, 2016.
- [76] 蒋晓芸 and 于波. Numerical Identification of the Fractional Derivatives in the Two-Dimensional Fractional Cable Equation. Journal of Scientific Computing, 68, 252-272, 2016.
- [77] 杨秀 and 蒋晓芸. Numerical algorithm for two dimensional fractional Stokes’ first problem for a heated generalized second grade fluid with smooth and non-smooth solution. Computers & Mathematics with Applications, 78, 1562-1571, 2019.
- [78] 张慧 and 蒋晓芸. Spectral method and Bayesian parameter estimation for the space fractional coupled nonlinear Schrodinger equations. Nonlinear Dynamics, 95, 1599-1614, 2019.
- [79] 郑如梦 and 蒋晓芸. Spectral methods for the time-fractional Navier-Stokes equation. Applied Mathematics Letters, 91, 194-200, 2019.
- [80] 蒋晓芸 and 张慧. Crank-Nicolson Fourier spectral methods for the space fractional nonlinear Schrodinger equation and its parameter estimation. INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS, 96, 238, 2019.