Local a posteriori error estimator based on the hypercircle method

Local a posteriori error estimator based on the hypercircle method

The error of the finite element solution of linear elliptic problems can be estimated a posteriori by the classical hypercircle method. This method gives accurate and guaranteed upper bound of the error measured in the energy norm. The disadvantage is that a global dual problem has to be solved, whi...

Bibliografski detalji
Glavni autor:	Vejchodský, T
Format:	Book section
Izdano:	2004

Slični predmeti

Guaranteed and locally computable a posteriori error estimate
od: Vejchodský, T
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Complementarity based a posteriori error estimates and their properties.
od: Vejchodský, T
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A Posteriori Error Estimates for Axisymmetric and Nonlinear Problems.
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A note on hypercircle inequality for data error with l 1 $l^{1}$ norm
od: Kannika Khompungson, i dr.
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od: Ainsworth, M, i dr.
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A Posteriori Error Estimates for the Generalized Overlapping Domain Decomposition Methods
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Some results on hypercircle inequality for partially corrupted data via orthonormal set
od: Tanyong Kraiwiradechachai, i dr.
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Finite element methods :bsuper-convergence analysis and a posteriori error estimation /
od: Yan, Ningning
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Adjoint−based a posteriori error estimation for coupled time−dependent systems
od: Asner, L, i dr.
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ADJOINT-BASED A POSTERIORI ERROR ESTIMATION FOR COUPLED TIME-DEPENDENT SYSTEMS
od: Asner, L, i dr.
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Residual based a posteriori error estimation for Dirichlet boundary control problems
od: Yücel Hamdullah
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Reservoir Simulator Runtime Enhancement Based on a Posteriori Error Estimation Techniques
od: Gratien Jean-Marc, i dr.
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Numerical comparison of three a posteriori error estimators for nonconforming finite element method
od: Achchab B., i dr.
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A posteriori error estimates of spectral method for nonlinear parabolic optimal control problem
od: Lin Li, i dr.
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A posteriori error estimation for stabilized mixed approximations of the Stokes equations
od: Kay, D, i dr.
Izdano: (2000)

A posteriori error estimation for stabilized mixed approximations of the Stokes equations
od: Kay, D, i dr.
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od: Lihong Feng, i dr.
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A posteriori error estimates for beams with inexact flexural stiffness representation
od: André J. Torii, i dr.
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Implicit a posteriori error estimation using patch recovery techniques
od: Horváth Tamás, i dr.
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Fully discrete error estimation by the method of lines for a nonlinear parabolic problem
od: Vejchodský, T
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Fully discrete error estimation by the method of lines for a nonlinear parabolic problem
od: Vejchodský, T
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On error estimation and adaptive refinement for element free Galerkin method part I : stress recovery and a posteriori error estimation
od: Lee, Chi King, i dr.
Izdano: (2014)

A Static condensation Reduced Basis Element method: approximation and a posteriori error estimation
od: Knezevic, David, i dr.
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A posteriori error estimation for an augmented mixed-primal method applied to sedimentation–consolidation systems
od: Alvarez, M, i dr.
Izdano: (2018)

A posteriori error estimates of hp spectral element method for parabolic optimal control problems
od: Zuliang Lu, i dr.
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A Posteriori Error Estimates for a Semidiscrete Parabolic Integrodifferential Control on Multimeshes
od: Wanfang Shen
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Nonconforming discretizations and a posteriori error estimators for adaptive spectral element techniques
od: Mavriplis, Cathy
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Reliable automatic model reduction combining a posteriori error analysis and a posteriori model reduction
od: Ambuehl, A
Izdano: (2019)

A posteriori error estimates of mixed discontinuous Galerkin method for a class of Stokes eigenvalue problems
od: Lingling Sun, i dr.
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Duality-based a posteriori error estimates for some approximation schemes for optimal investment problems
od: Picarelli, A, i dr.
Izdano: (2020)

Adjoint methods for PDEs: a posteriori error analysis and postprocessing by duality
od: Giles, M, i dr.
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The a posteriori error estimates of the Ciarlet-Raviart mixed finite element method for the biharmonic eigenvalue problem
od: Jinhua Feng, i dr.
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A posteriori error estimates for fourth order hyperbolic control problems by mixed finite element methods
od: Chunjuan Hou, i dr.
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A posteriori error estimation for incompressible viscous fluid with a new boundary condition
od: Abdeslam El Akkad, i dr.
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Reduced Basis Approximation and a Posteriori Error Estimation for the Parametrized Unsteady Boussinesq Equations
od: Knezevic, David, i dr.
Izdano: (2013)

Reduced-basis approximation a posteriori error estimation for parabolic partial differential equations
od: Grepl, Martin A. (Martin Alexander), 1974-
Izdano: (2006)

Port reduction in parametrized component static condensation: approximation and a posteriori error estimation
od: Eftang, Jens L., i dr.
Izdano: (2015)