A convergent post-newtonian approximation for the constraint equations in general relativity
M. Lottermoser (1992)
Annales de l'I.H.P. Physique théorique
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Displaying similar documents to “Convergence and accuracy of approximation methods in general relativity. The time-independent case”
A convergent post-newtonian approximation for the constraint equations in general relativity
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We discuss the performances of greedy algorithms for two problems of numerical approximation. The first one is the best approximation of an arbitrary function by an N-terms linear combination of simple functions adaptively picked within a large dictionary. The second one is the approximation of an arbitrary function by a piecewise polynomial function on an optimally adapted triangulation of cardinality N. Performance is measured in terms of convergence rate with respect to the number...
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