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...
Hovedforfatter: | Vejchodský, T |
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Format: | Book section |
Udgivet: |
2004
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Lignende værker
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Guaranteed and locally computable a posteriori error estimate
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Complementarity based a posteriori error estimates and their properties.
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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
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