[HTML][HTML] A posteriori error analysis for discontinuous finite volume methods of elliptic interface problems
L Mu, R Jari - Journal of computational and applied mathematics, 2014 - Elsevier
L Mu, R Jari
Journal of computational and applied mathematics, 2014•ElsevierThis paper presents two types of a posterior error estimations for discontinuous finite volume
methods to elliptic interface problems. One is the residual-based estimator and other one is
the recovery-based estimator. For both a posterior error estimators, we establish reliability
and efficiency bounds. Numerical experiments are conducted to validate our theoretical
conclusions.
methods to elliptic interface problems. One is the residual-based estimator and other one is
the recovery-based estimator. For both a posterior error estimators, we establish reliability
and efficiency bounds. Numerical experiments are conducted to validate our theoretical
conclusions.
Abstract
This paper presents two types of a posterior error estimations for discontinuous finite volume methods to elliptic interface problems. One is the residual-based estimator and other one is the recovery-based estimator. For both a posterior error estimators, we establish reliability and efficiency bounds. Numerical experiments are conducted to validate our theoretical conclusions.
Elsevier
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