刘会坡
近期热点
资料介绍
个人简历
教育经历1996.9-2000.7 河北大学 学士2000.9-2003.7 河北大学 硕士2003.9-2006.7 中科院数学与系统科学研究院 博士工作经历2006.7-2008.7 北京应用物理与计算数学研究所 博士后2008.7-至今 北京应用物理与计算数学研究所 副研究员研究领域
自适应有限元方法及应用近期论文
1) Juan Sun, Zhaojie Zhou, Huipo Liu, A posteriori error estimates of discontinuous streamline diffusion methods for transport equations, Communication in Computation physics, 24, 1355-1374, 2018.2) Wei Gong, Huipo Liu, Ningning Yan, Adaptive finite element method for parabolic equations with Dirac measure, Computer Methods in Applied Mechanics engineering, 328, 217-241, 2018.3) Huipo Liu, Shuanghu Wang, Hongbin Han, Lan Yuan, Error analysis of discontinuous Galerkin finite element method for optimal control problem governed by the transport equation, Numerical Methods for Partial Differential Equations, 33, 1493-1512, 2017.4) Huipo Liu, Shuanghu, Wang, Huayun Shen, Superconvergence two-grid scheme based on shifted-inverse power method for eigenvalue problems by function value recovery, Computer Methods in Applied Mechanics Engineering, 320, 218-236, 2017.5) Huipo Liu,Shuanghu Wang, A two-grid discretization scheme for optimal control problems of elliptic equations, Numerical Algorithms, 74, 699-716, 2017.6) Huipo Liu, Shuanghu Wang, Hongbin Han, Error analysis and adaptive methods of least squares nonconforming finite element for the transport equations, Advances in Applied Mathematics Mechanics, 8, 871-886, 2016.7) Huipo Liu, Wei Gong, ShuanghuWang, Ningning Yan, Superconvergence and a posteriori error estimates for the Stokes eigenvalue problems, BIT Numerical Mathematics, 53, 665–687, 2013.8) Huipo Liu, Ningning Yan, Enhancing finite element approximation for eigenvalue problems by projection method, Computer Methods in Applied Mechanics Engineering, 233–236, 81–91, 2012.9) Huipo Liu, Juan Sun, Recovery type a posteriori estimates and superconvergence for nonconforming FEM of eigenvalue problems, Applied Mathematical Modelling, 33, 3488–3497, 2009.10) Huipo Liu, Ningning Yan, Superconvergence analysis of the nonconforming quadrilateral linear-constant scheme for Stokes equations, Advances in Computational Mathematics, 29, 375–392, 2008.标签:
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