A unifying theory of a posteriori finite element error control (Q2501251)

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A unifying theory of a posteriori finite element error control
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    A unifying theory of a posteriori finite element error control (English)
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    4 September 2006
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    The author thoroughly states an abstract framework for a posteriori error estimation in the finite element method, based on residual formulation. He considers successively conforming, nonconforming and mixed finite element approximations applied to Laplace, Stokes and Navier-Lame model problem.
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    finite element methods
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    residual estimator
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    a posteriori error estimates
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    Laplace equation
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    Stokes equation
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    Navier-Lame equation
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