Posteriori Error Bounds

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A posteriori error bounds in linear programming aggregation. – A posteriori error bounds in linear. COMPUTING A POSTERIORI BOUNDS FOR THE AGGREGATION ERROR The error resulting from coarsening information.

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Apr 24, 2014. Abstract. We derive computable bounds of deviations from the exact solution of the stationary Oseen problem. They are applied to.

Mar 21, 2010. We present rigorous a posteriori error bounds for the Empirical Interpolation Method (EIM). The essential ingredients are (i) analytical upper.

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A Posteriori Error Bounds for Meshless Methods R. Schaback, G¨ottingen1 Abstract We show how to provide safe a-posteriori error bounds for numerical solutions

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Abstract. Explicit bounds are constructed for the error in the solution of a system of linear algebraic equations obtained by Gaussian elimination using floati

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SIAM Journal on Numerical Analysis. Article Tools. Add to my favorites. Download Citations. (2016) A posteriori error bounds for two point boundary value problems

Sep 14, 2016. one dimension is studied. Robust a posteriori error bounds are derived for the collocation method on arbitrary meshes. These bounds are used.

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PDF Robust a Posteriori Error Bounds for Spline Collocation – Robust a posteriori error bounds are derived for the collocation method on arbitrary meshes. These bounds are used to drive an adaptive mesh moving algorithm.

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TWO-SIDED A POSTERIORI ERROR BOUNDS. FOR ELECTRO-MAGNETO STATIC PROBLEMS. ЧШЦ Шє This paper is concerned with the derivation of.

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Efficiently computable a posteriori error bounds are attained by using a posteriori models for bounding roundoff errors in the basic floating-point operations.

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