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[책][B] A posteriori estimates for partial differential equations
S Repin - 2008 - degruyter.com
Bibliography Page 1 Bibliography [1] Y. Achdou, C. Bernardi, and F. Coquel, A priori and a
posteriori analysis of finite volume dis- cretizations of Darcy’s equations, Numer. Math. 96 (2003) …
posteriori analysis of finite volume dis- cretizations of Darcy’s equations, Numer. Math. 96 (2003) …
[책][B] Accuracy verification methods: Theory and algorithms
The importance of accuracy verification methods was understood at the very beginning of
the development of numerical analysis. Recent decades have seen a rapid growth of results …
the development of numerical analysis. Recent decades have seen a rapid growth of results …
Finite element methods for elasticity with error‐controlled discretization and model adaptivity
The essential topics of classical and advanced adaptive finite element methods (FEMs) for
linear and finite elastic deformations of solids and structures are presented in this chapter …
linear and finite elastic deformations of solids and structures are presented in this chapter …
Reliability and efficiency of DWR-type a posteriori error estimates with smart sensitivity weight recovering
We derive efficient and reliable goal-oriented error estimations, and devise adaptive mesh
procedures for the finite element method that are based on the localization of a posteriori …
procedures for the finite element method that are based on the localization of a posteriori …
A variational multiscale a posteriori error estimation method for mixed form of nearly incompressible elasticity
This paper presents an error estimation framework for a mixed displacement–pressure finite
element method for nearly incompressible elasticity. The proposed method is based on …
element method for nearly incompressible elasticity. The proposed method is based on …
Goal-oriented error estimation based on equilibrated-flux reconstruction for finite element approximations of elliptic problems
We propose an approach for goal-oriented error estimation in finite element approximations
of second-order elliptic problems that combines the dual-weighted residual method and …
of second-order elliptic problems that combines the dual-weighted residual method and …
Error-controlled adaptive goal-oriented modeling and finite element approximations in elasticity
In our earlier work [E. Stein, S. Ohnimus, Coupled model-and solution-adaptivity in the finite-
element method, Comput. Methods Appl. Mech. Engrg. 150 (1997) 327–350; E. Stein, S …
element method, Comput. Methods Appl. Mech. Engrg. 150 (1997) 327–350; E. Stein, S …
Goal-oriented a posteriori error estimates for transport problems
D Kuzmin, S Korotov - Mathematics and Computers in Simulation, 2010 - Elsevier
Some aspects of goal-oriented a posteriori error estimation are addressed in the context of
steady convection–diffusion equations. The difference between the exact and approximate …
steady convection–diffusion equations. The difference between the exact and approximate …
Pointwise dual weighted residual based goal-oriented a posteriori error estimation and adaptive mesh refinement in 2D/3D thermo-mechanical multifield problems
In this article, we present a 3D adaptive method for thermoelastic problems based on goal-
oriented error estimation where the error is measured with respect to a pointwise quantity of …
oriented error estimation where the error is measured with respect to a pointwise quantity of …
Methods for numerical flow simulation
This chapter introduces into computational methods for the simulation of PDE-based models
of laminar hemodynamical flows. We discuss space and time discretization with emphasis …
of laminar hemodynamical flows. We discuss space and time discretization with emphasis …