Yang Liu

ORCID iD
https://orcid.org/0000-0001-8218-0196
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Finite element method,

Sources:
Yang Liu (2013-06-03)

Finite volume element methods,

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Yang Liu (2013-06-03)

Numerical methods for fractional differential equations,

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Yang Liu (2017-12-21)

Discontinuous Galerkin methods

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Yang Liu (2017-12-21)

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Sources:
Yang Liu (2013-06-03)

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Yang Liu (2013-06-03)

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Scopus Author ID: 55277829700

Sources:
Scopus - Elsevier (2013-06-03)

Biography

He is a professor and his major research areas are on numerical methods for partial differential equations. Foundation item: 2016-F1: 非线性分数阶偏微分方程的三类两层网格有限元算法的数值理论及计算研究(新的时间两层网格(New T-TM(G) methods)、新时空两层网格(New ST-TM(G) methods)和Xu的空间两层网格(Xu's STG methods)), National Natural Science Foundation of China (NO.11661058), From January 2017-December 2020. Reports: Time, Topic or Contents, The name of conference, Host city 2016-R1. (August 19-22, 2016) Some Finite Element Methods for Fractional PDEs(including 1) High-order local discontinuous Galerkin method combined with WSGD approximation for a fractional subdiffusion equation 2). Second-order  scheme combined with finite element method for nonlinear fractional Cable equation; 3). Some new temporal/space-time two-grid finite element methods for some partial fractional differential equations), 第九届全国有限元会议(The ninth finite element conference in China), Southwest Jiaotong University, Chengdu(成都), China. 2016-R2. (Sep. 24-25, 2016) A two-grid finite element approximation for a nonlinear time-fractional Cable equation, 中国数学会年会, Hohhot(呼和浩特), China 2015-R1. (September 19-23, 2015) A Two-Grid Finite Element Method for a Nonlinear Time-Fractional Fourth-Order Reaction Diffusion Problem(including 1). The high-order schemes(such as WSGD approximation) 2). LDG method based on the high-order schemes ), 第十届全国计算数学年会,Guangzhou(广州), China. 2015-R2. (August 3-7, 2015) Finite Element Method for a Nonlinear Time-Fractional Fourth-Order Reaction Diffusion Problem(including L1-approximation, WSGD formula), Satellite Meeting of ICIAM 2015, Jinggangshan(井冈山) China. 2014-R1.(June 11-16, 2014) Finite Element Method for a Time-Fractional Fourth-Order PDE, ICSCA 2014, Xi’an(西安), China
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