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Adaptive variational multiscale methods based on a posteriori error estimation: Duality techniques for elliptic problems

机译：基于后验误差估计的自适应变分多尺度方法：椭圆问题的对偶技术

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Larson; Mats G. Larson; Axel Malqvist;
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年度 2004
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1. Adaptive variational multiscale methods based on a posteriori error estimation: Energy norm estimates for elliptic problems [J] . Mats G. Larson, Axel Malqvist Computer Methods in Applied Mechanics and Engineering . 2007,第21a24期

机译：基于后验误差估计的自适应变分多尺度方法：椭圆问题的能量范数估计
2. A posteriori error estimation based on numerical realization of the variational multiscale method [J] . A.H. ElSheikh, S.E. Chidiac, W.S. Smith Computer Methods in Applied Mechanics and Engineering . 2008,第45a48期

机译：基于变分多尺度方法数值实现的后验误差估计
3. Residual-based a posteriori error estimation for ftp-adaptive finite element methods for the Stokes equations [J] . Ghesmati Arezou, Bangerth Wolfgang, Turcksin Bruno Journal of numerical mathematics . 2019,第4期

机译：用于Stokes方程的ftp自适应有限元方法的基于残差的后验误差估计
4. A Posteriori Error Estimation for Computational Fluid Dynamics: The Variational Multiscale Approach [C] . Guillermo Hauke, Mohamed H. Doweidar, Daniel Fuster Multiscale methods in computational mechanics: Progress and accomplishments . 2009

机译：计算流体动力学的后验误差估计：变分多尺度方法
5. Multiscale a posteriori error estimation and mesh adaptivity for reliable finite element analysis. [D] . ElSheikh, Ahmed H. 2007

机译：多尺度后验误差估计和网格自适应性，用于可靠的有限元分析。
6. Reliable and efficient a posteriori error estimation for adaptive IGA boundary element methods for weakly-singular integral equations [O] . Michael Feischl, Gregor Gantner, Dirk Praetorius -1

机译：弱奇异积分方程的自适应IGA边界元方法的可靠高效后验误差估计
7. Residual-based a posteriori error estimation for hp-adaptive finite element methods for the Stokes equations [O] . Arezou Ghesmati, Wolfgang Bangerth, Bruno Turcksin 2019

机译：基于残余的STOKES方程的HP自适应有限元方法的后验误差估计

Adaptive variational multiscale methods based on a posteriori error estimation: Duality techniques for elliptic problems

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