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分数阶偏微分方程团队
2019-07-10 11:00 作者: 编辑:sxx    (点击: )

一、团队简介

分数阶偏微分方程团队是以数学系青年骨干教师为主力的一支学术团队。自2014年团队成立以来,队伍不断壮大,现共有成员18名,其中教授2名,副教授1名,讲师10名;博士2名,在读博士3名。

二、取得成果

已发表论文

时间

论文名称

发表载体

作者

2015

Numerical Solutions of Fractional Differential Equations by Extrapolation

Lecture Notes in Computer Science V.9045,2015,Springer,291-299.(EI)

P.Kamal

刘方

2015

Finite Difference Method for Two-sided Space-fractional Partial Differential Equations

Lecture Notes in Computer Science V.9045,2015,Springer,299-307.(EI)

P.Kamal

刘方

G.Roberts

2016

Fourier spectral methods for somelinear stochastic

space-fractional partial differential equations

Mathematics,2016,4(3),45;doi:10.3390/math4030045

(SCI(E))

刘艳梅

2017

Error estimates of a high order numerical method for solving linear fractional differential equations

Applied Numerical Mathematics

(SCI二区)

李志强

N.J.Ford

2017

High-order numerical methods for solving time fractional partial differential equations

Journal ofScientificComputing

(SCI二区)

李志强

梁宗旗

2017

Discontinuous Galerkin time stepping method for solving linear space fractional partial differential equations

Applied Numerical Mathematics

(SCI二区)

刘艳梅

Khan.M

2017

The finite difference method for Caputo-type parabolicequation with fractional Laplacian: one dimension case

Chaos,Solitons and Fractals

(SCI二区)

胡晔

李常品

Li H F

2018

Fourier spectral methods forstochasticspace fractional partial differential equations driven by special additive noises

JOURNAL OF COMPUTATIONAL ANALYSIS AND APPLICATIONS

(SCI二区)

Fang Liu, Monzorul Khan, and Yubin Yan

2018

Error estimates for high-order numerical methods for solving time fractional partial differential equations

Advanced in Difference Equation

(SCI一区)

Zhiqiang Li, Yubin Yan

N. J. Ford

2018

The finite difference method for Caputo-type parabolicequation with fractional Laplacian: more than one space dimension

International Journal of Computer Mathematics(SCI三区)

胡晔

李常品

Li H F

2018

A higher order numerical method for time fractional partialdifferential

equations with nonsmooth data

Journal of Computational physics(SCI二区)

邢艳元

2018

A note on finite difference methods for nonlinear fractional differential equations with non-uniform meshes

International Journal of Computer Mathematics (SCI三区)

刘彦芝

Jason Roberts

2018

Detailed error analysis for a fractional Adams method with graded meshes

Numerical Algorithms

(SCI二区)

刘彦芝

Jason Roberts

2018

Some time stepping methods for fractional diffusion problems with nonsmooth data

Computational Methods in Applied Mathematics

Accepted (2017)

(SCI三区)

杨艳

N. J. Ford

2018

基于分数阶偏微分方程的图像放大新方法

计算机应用研究(北大核心)

杨艳

郭林琴

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